ACT Mapping

8/17/2019 ACT Mapping

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Exercises Critical ACT Math ACT Standard

addition_1 Y ACT 13 1.1.1

subtraction_1 Y ACT 13 1.1.1

addition_2 N ACT 13 1.1.1

subtraction_2 N ACT 13 1.1.1


multiplication_0.5 N ACT 13 1.1.1



multiplication_1 Y ACT 13 1.1.1


division_0.5 N ACT 13 1.1.1

multiplication_1.5 N ACT 13 1.1.1

division_1 Y ACT 13 1.1.1

multiplication_2 N ACT 13 1.1.1

adding_decimals_0.5 N ACT 13 1.1.1

division_1.5 N ACT 13 1.1.1

multiplication_3 N ACT 13 1.1.1adding_decimals Y ACT 13 1.1.1

division_2 N ACT 13 1.1.1

multiplication_4 N ACT 13 1.1.1

adding_decimals_2 N ACT 13 1.1.1

subtracting_decimals_0.5 N ACT 13 1.1.1


multipling_decimals Y ACT 13 1.1.1

subtracting_decimals Y ACT 13 1.1.1


dividing_decimals_0.5 N ACT 13 1.1.1

divisibilit_0.5 N ACT 13 1.1.1

dividing_decimals_1 Y ACT 13 1.1.1dividing_decimals_2 N ACT 13 1.1.1

dividing_decimals N ACT 13 1.1.1

arit!metic_"ord_problems_1 N ACT 13 1.1.2

arit!metic_"ord_problems_2 N ACT 13 1.1.2

counting_1 N ACT 13 1.1.2

adding_negative_numbers Y ACT 1# 1.2.1

adding_and_subtracting_negative_numbers Y ACT 1# 1.2.1

negative_number_"ord_problems N ACT 1# 1.2.1

adding_and_subtracting_decimals_"ord_problems N ACT 1# 1.2.1

multipling_and_dividing_negative_numbers Y ACT 1# 1.2.1

converting_$ractions_to_decimals Y ACT 1# 1.2.1

subtracting_$ractions_"it!_common_denominators Y ACT 1# 1.2.1

adding_$ractions_"it!_common_denominators Y ACT 1# 1.2.1

multipling_$ractions_0.5 N ACT 1# 1.2.1

subtracting_$ractions Y ACT 1# 1.2.1

adding_$ractions Y ACT 1# 1.2.1

converting_mi%ed_numbers_and_improper_$ractions N ACT 1# 1.2.1

multipling_$ractions_"ord_problems N ACT 1# 1.2.1

dividing_$ractions_0.5 N ACT 1# 1.2.1

multipling_$ractions Y ACT 1# 1.2.1

adding_and_subtracting_$ractions Y ACT 1# 1.2.1

dividing_$ractions_"ord_problems N ACT 1# 1.2.1

dividing_$ractions Y ACT 1# 1.2.1multipling_mi%ed_numbers_1 N ACT 1# 1.2.1


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converting_decimals_to_$ractions_1 Y ACT 1# 1.2.1

adding_subtracting_mi%ed_numbers_0.5 N ACT 1# 1.2.1

rate_problems_0.5 N ACT 1# 1.2.1

converting_decimals_to_$ractions_2 N ACT 1# 1.2.1

adding_subtracting_mi%ed_numbers_1 N ACT 1# 1.2.1

converting_decimals_to_percents Y ACT 1# 1.2.1

converting_percents_to_decimals Y ACT 1# 1.2.1

converting_repeating_decimals_to_$ractions_1 N ACT 1# 1.2.1

converting_repeating_decimals_to_$ractions_2 N ACT 1# 1.2.1

order_o$_operations Y ACT 1# 1.2.2

$raction_"ord_problems_1 N ACT 1# 1.2.2

counting_2 N ACT 1# 1.2.2

proportions_1 Y ACT 20 1.3.1

ratio_"ord_problems Y ACT 20 1.3.1

mar&up_and_commission_"ord_problems N ACT 20 1.3.1

percentage_"ord_problems_1 Y ACT 20 1.3.1

discount_ta%_and_tip_"ord_problems Y ACT 20 1.3.1

units N ACT 24 1.4.1rate_problems_1 Y ACT 2' 1.5.1

rate_problems_2 N ACT 2' 1.5.1

percentage_"ord_problems_2 N ACT 2' 1.5.1

average_"ord_problems Y ACT 13 2.1.1

reading_tables_1 Y ACT 1# 2.2.3

reading_tables_2 N ACT 1# 2.2.3

reading_bar_c!arts_1 N ACT 1# 2.2.3

reading_stem_and_lea$_plots N ACT 1# 2.2.3

reading_pictograp!s_2 N ACT 1# 2.2.3

creating_bar_c!arts_1 N ACT 1# 2.2.3

reading_bar_c!arts_2 Y ACT 1# 2.2.3

reading_line_c!arts_1 N ACT 1# 2.2.3probabilit_1 Y ACT 20 2.3.3

permutations_1 N ACT 20 2.3.4

combinations_1 N ACT 20 2.3.4

e%pected_value N ACT 24 2.4.1

e%ploring_mean_and_median N ACT 24 2.4.2

permutations_and_combinations_2 N ACT 2' 2.5.3

independent_probabilit N ACT 2' 2.5.4

dependent_probabilit N ACT 2' 2.5.4

probabilit_"it!_perm_comb N ACT 2' 2.5.4

mean_median_and_mode Y ACT 33 2.#.1

recogni(ing_$ractions_0.5 N ACT )re 3.0.1

recogni(ing_$ractions N ACT )re 3.0.1

e*uivalent_$ractions Y ACT 13 3.1.1

e*uivalent_$ractions_2 Y ACT 13 3.1.1

simpli$ing_$ractions Y ACT 13 3.1.1

e%pressing_ratios_as_$ractions Y ACT 13 3.1.1

divisibilit_intuition N ACT 1# 3.2.1

divisibilit_tests N ACT 1# 3.2.1

place_value Y ACT 1# 3.2.2

understanding_moving_t!e_decimal Y ACT 1# 3.2.2

understanding_decimals_place_value Y ACT 1# 3.2.2

ordering_negative_numbers Y ACT 20 3.3.1

absolute_value N ACT 20 3.3.1comparing_absolute_values Y ACT 20 3.3.1


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rounding_"!ole_numbers Y ACT 20 3.3.1

prime_numbers Y ACT 20 3.3.1

composite_numbers N ACT 20 3.3.1

rounding_numbers Y ACT 20 3.3.1

distributive_propert Y ACT 20 3.3.1

number_properties_terminolog_1 N ACT 20 3.3.1

prime_$actori(ation Y ACT 20 3.3.1

estimation_"it!_decimals N ACT 20 3.3.1

properties_o$_numbers_2 Y ACT 20 3.3.1

greatest_common_divisor N ACT 20 3.3.1

least_common_multiple Y ACT 24 3.4.1

N ACT 24 3.4.1

$ractions_on_t!e_number_line_1 Y ACT 24 3.4.2

comparing_$ractions_1 Y ACT 24 3.4.2

comparing_$ractions_2 N ACT 24 3.4.2

comparing_improper_$ractions_and_mi%ed_numbers N ACT 24 3.4.2

ordering_$ractions Y ACT 24 3.4.2

ordering_improper_$ractions_and_mi%ed_numbers N ACT 24 3.4.2ordering_numbers N ACT 24 3.4.2

scienti$ic_notation_intuition N ACT 24 3.4.4

scienti$ic_notation N ACT 24 3.4.4

multipling_and_dividing_scienti$ic_notation N ACT 24 3.4.4

s*uare_roots Y ACT 24 3.4.5

simpli$ing_radicals Y ACT 24 3.4.5

adding_and_subtracting_radicals N ACT 24 3.4.5

radical_e*uations N ACT 24 3.4.5

multipling_radicals Y ACT 24 3.4.5

e%ponents_1 Y ACT 24 3.4.#

cube_roots N ACT 24 3.4.+

s*uare_roots_2 N ACT 24 3.4.,t!e_comple%_plane N ACT 24 3.4.,

adding_and_subtracting_comple%_numbers N ACT 24 3.4.,

t!e_$undamental_t!eorem_o$_arit!metic N ACT 2' 3.5.1

e%ponents_2 Y ACT 2' 3.5.4


e%ponent_rules Y ACT 2' 3.5.4


simpli$ing_e%pressions_"it!_e%ponents Y ACT 2' 3.5.4

multipling_comple%_numbers N ACT 2' 3.5.5

logarit!ms_1 Y ACT 33 3.#.2

logarit!ms_2 Y ACT 33 3.#.2

imaginar_unit_po"ers N ACT 33 3.#.3

absolute_value_o$_comple%_numbers N ACT 33 3.#.3

dividing_comple%_numbers N ACT 33 3.#.3

evaluating_e%pressions_1 Y ACT 1# 4.2.1

evaluating_e%pressions_2 Y ACT 1# 4.2.1

one_step_e*uations Y ACT 1# 4.2.2

linear_e*uations_1 Y ACT 1# 4.2.2

linear_e*uations_2 Y ACT 1# 4.2.2

combining_li&e_terms_1 N ACT 1# 4.2.3

combining_li&e_terms_2 Y ACT 1# 4.2.3

grap!ing_points_2 Y ACT 20 4.3.1

proportions_2 Y ACT 20 4.3.3identi$ing_points_2 N ACT 20 4.3.3

r_"ord_problems


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linear_e*uations_3 Y ACT 20 4.3.3

linear_e*uations_4 Y ACT 20 4.3.3

solving_$or_t!e_-intercept N ACT 20 4.3.3

solving_$or_t!e_%-intercept Y ACT 20 4.3.3

Y ACT 20 4.3.3

converting_bet"een_point_slope_and_slope_intercept Y ACT 20 4.3.3

e*uation_o$_a_line Y ACT 20 4.3.3

"riting_e%pressions_1 Y ACT 20 4.3.4

multipling_e%pressions_0.5 N ACT 20 4.3.5

multipling_e%pressions_1 Y ACT 20 4.3.5

arit!metic_"ord_problems N ACT 24 4.4.1

age_"ord_problems N ACT 24 4.4.1

"riting_proportions Y ACT 24 4.4.2

plugging_in_values Y ACT 24 4.4.2

adding_and_subtracting_polnomials Y ACT 24 4.4.4

multipling_polnomials Y ACT 24 4.4.4

$actoring_di$$erence_o$_s*uares_1 N ACT 24 4.4.5

$actoring_polnomials_1 Y ACT 24 4.4.5$actoring_di$$erence_o$_s*uares_2 N ACT 24 4.4.5

$actoring_polnomials_2 N ACT 24 4.4.5

$actoring_di$$erence_o$_s*uares_3 N ACT 24 4.4.5

$actoring_polnomials_b_grouping_1 N ACT 24 4.4.5

linear_ine*ualities Y ACT 24 4.4.#

direct_and_inverse_variation Y ACT 2' 4.5.1

solving_$or_a_variable Y ACT 2' 4.5.1

parabola_intuition_1 N ACT 2' 4.5.1


e%pressions_"it!_un&no"n_variables N ACT 2' 4.5.1

e%pressions_"it!_un&no"n_variables_2 N ACT 2' 4.5.1

"riting_e%pressions_2 Y ACT 2' 4.5.2one_step_ine*ualities Y ACT 2' 4.5.3

absolute_value_e*uations N ACT 2' 4.5.4

solving_*uadratics_b_$actoring Y ACT 2' 4.5.5

solving_*uadratics_b_ta&ing_t!e_s*uare_root N ACT 2' 4.5.5

solving_*uadratics_b_$actoring_2 N ACT 2' 4.5.5

completing_t!e_s*uare_1 N ACT 2' 4.5.5

compound_ine*ualities N ACT 2' 4.5.#

solutions_to_sstems_o$_e*uations Y ACT 2' 4.5.#

sstems_o$_e*uations_"it!_elimination_0.5 Y ACT 2' 4.5.#

sstems_o$_e*uations_"it!_substitution Y ACT 2' 4.5.#

sstems_o$_e*uations_"it!_elimination N ACT 2' 4.5.#

sstems_o$_e*uations Y ACT 2' 4.5.#

sstems_o$_e*uations_"ord_problems N ACT 33 4.#.2

number_line Y ACT 13 5.1.1

number_line_2 N ACT 1# 5.2.1

decimals_on_t!e_number_line_1 N ACT 1# 5.2.1

decimals_on_t!e_number_line_2 N ACT 1# 5.2.1

$ractions_on_t!e_number_line_2 N ACT 1# 5.2.1

$ractions_on_t!e_number_line_3 N ACT 1# 5.2.1

grap!ing_points Y ACT 20 5.3.1

identi$ing_points_1 Y ACT 20 5.3.1

interpreting_linear_e*uations Y ACT 20 5.3.1

number_line_3 N ACT 20 5.3.2line_grap!_intuition N ACT 20 5.3.3

rm


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ine*ualities_on_a_number_line Y ACT 24 5.4.1

slope_o$_a_line Y ACT 24 5.4.2

point_slope_$orm Y ACT 24 5.4.2

slope_intercept_$orm Y ACT 24 5.4.2

grap!ing_linear_e*uations Y ACT 24 5.4.3

grap!ing_sstems_o$_e*uations N ACT 24 5.4.3

midpoint_$ormula Y ACT 24 5.4.4

domain_and_range_0.5 Y ACT 2' 5.5.1

even_and_odd_$unctions Y ACT 2' 5.5.1

domain_o$_a_$unction N ACT 2' 5.5.1

range_o$_a_$unction N ACT 2' 5.5.1

grap!ing_ine*ualities Y ACT 2' 5.5.2

grap!ing_ine*ualities_2 N ACT 2' 5.5.2

grap!ing_sstems_o$_ine*ualities N ACT 2' 5.5.2

grap!ing_sstems_o$_ine*ualities_2 N ACT 2' 5.5.2

distance_$ormula Y ACT 2' 5.5.3

distance_bet"een_point_and_line N ACT 2' 5.5.3

line_relations!ips Y ACT 2' 5.5.4e*uation_o$_a_circle_1 N ACT 33 5.#.2

e*uation_o$_a_!perbola N ACT 33 5.#.2

e*uation_o$_a_circle_2 N ACT 33 5.#.2

e*uation_o$_an_ellipse N ACT 33 5.#.2

grap!ing_parabolas_0.5 N ACT 33 5.#.2

grap!ing_parabolas_1 N ACT 33 5.#.2

congruent_angles N ACT 1# #.2.1

reading_bar_c!arts_3 N ACT 1# #.2.4

parallel_lines_1 Y ACT 20 #.3.1

parallel_lines_2 N ACT 20 #.3.1

e%ploring_angle_pairs_1 N ACT 20 #.3.2

complementar_and_supplementar_angles Y ACT 20 #.3.2vertical_angles_2 N ACT 20 #.3.2

vertical_angles Y ACT 20 #.3.2

angle_addition_postulate N ACT 20 #.3.2

triangle_angles_1 Y ACT 20 #.3.2

same_side_e%terior_angles_2 N ACT 20 #.3.2

alternate_e%terior_angles_2 N ACT 20 #.3.2

corresponding_angles_2 N ACT 20 #.3.2

alternate_interior_angles_2 N ACT 20 #.3.2

same_side_interior_angles_2 N ACT 20 #.3.2

*uadrilateral_angles N ACT 20 #.3.2

angles_o$_a_polgon N ACT 20 #.3.2

angles_1 Y ACT 24 #.4.1

angles_2 N ACT 24 #.4.1

congruenc_postulates Y ACT 2' #.5.1

congruent_triangles_1 N ACT 2' #.5.1

congruent_triangles_2 Y ACT 2' #.5.1

similar_triangles_1 Y ACT 2' #.5.1

similar_triangles_2 N ACT 2' #.5.1

solving_similar_triangles_1 Y ACT 2' #.5.1

solving_similar_triangles_2 N ACT 2' #.5.1

pt!agorean_t!eorem_1 Y ACT 2' #.5.2

pt!agorean_t!eorem_2 N ACT 2' #.5.2

converse_inverse_and_contrapositive N ACT 33 #.#.1conditional_statements_2 N ACT 33 #.#.1


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logical_arguments_deductive_reasoning N ACT 33 #.#.1

conditional_statements_and_trut!_value N ACT 33 #.#.1

geometr_proo$s_intro N ACT 33 #.#.1

angle_bisector_t!eorem N ACT 33 #.#.2

geometr_proo$s_1 N ACT 33 #.#.2

geometr_proo$s_2 N ACT 33 #.#.2

circles_and_arcs N ACT 33 #.#.3

areas_o$_circles_and_sectors N ACT 33 #.#.3

inscribed_angles_1 N ACT 33 #.#.3



measuring_segments N ACT 13 +.1.1

congruent_segments N ACT 13 +.1.1

perimeter_1 N ACT 1# +.2.1

perimeter_o$_s*uares_and_rectangles N ACT 1# +.2.1

area_1 N ACT 1# +.2.2

area_o$_s*uares_and_rectangles N ACT 1# +.2.2

area_o$_triangles_1 N ACT 20 +.3.1segment_addition N ACT 20 +.3.2

midpoint_o$_a_segment N ACT 20 +.3.2

solid_geometr Y ACT 20 +.3.2

radius_diameter_and_circum$erence N ACT 24 +.4.2

area_o$_a_circle N ACT 24 +.4.2

areas_o$_trape(oids_r!ombi_and_&ites N ACT 24 +.4.3

area_o$_parallelograms N ACT 24 +.4.3

s!aded_areas N ACT 2' +.5.1

$unctions_1 Y ACT 1# '.2.1

$unctions_2 Y ACT 1# '.2.1

radians_to_degrees Y ACT 24 '.4.2

degrees_to_radians N ACT 24 '.4.2radians_and_degrees N ACT 24 '.4.2

trigonometr_0.5 N ACT 24 '.4.2

trigonometr_1 Y ACT 24 '.4.2

$unctions_3 N ACT 2' '.5.1

trigonometr_1.5 N ACT 2' '.5.2

trigonometr_2 N ACT 2' '.5.2

trig_identities_1 N ACT 33 '.#.2

inverse_trig_$unctions Y ACT 33 '.#.2

unit_circle Y ACT 33 '.#.3

grap!s_o$_sine_and_cosine Y ACT 33 '.#.4

representing_numbers N ACT )re NA

telling_time_0.5 N NA NA

telling_time N NA NA

telling_time_2 N NA NA

reading_pictograp!s_1 N ACT )re NA

plotting_t!e_line_o$_best_$it N NA NA

properties_o$_numbers_1 N ACT )re NA

divisibilit N NA NA

creating_bo%_and_"!is&er_plots N NA NA

variance N NA NA

signi$icant_$igures_1 N NA NA

standard_deviation N NA NA

e%ploring_standard_deviation_1 N NA NArecogni(ing_ras_lines_and_line_segments N ACT )re NA


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(_scores_1 N NA NA

empirical_rule N NA NA

angle_tpes N ACT )re NA

points_lines_and_planes N NA NA

measuring_angles N ACT )re NA

(_scores_2 N NA NA

(_scores_3 N NA NA

$ractions_cut_and_cop_1 N NA NA

$ractions_cut_and_cop_2 N NA NA

triangle_tpes Y ACT )re NA

adding_vectors N NA NA

scaling_vectors N NA NA

ne"_de$initions_1 N NA NA

triangle_ine*ualit_t!eorem N NA NA

ne"_de$initions_2 N NA NA

*uadrilateral_tpes N NA NA

vie"s_o$_a_$unction N NA NA

s!i$ting_and_re$lecting_$unctions N NA NAinverses_o$_$unctions N NA NA

!erons_$ormula N NA NA

a%is_o$_smmetr N ACT )re NA

recogni(ing_conic_sections N NA NA

$actoring_polnomials_"it!_t"o_variables N NA NA

verte%_o$_a_parabola N ACT 33 5.#.2

completing_t!e_s*uare_2 N ACT 2' 4.5.5

grap!ing_parabolas_2 N ACT 33 5.#.2


*uadratic_e*uation Y ACT 2' 4.5.5

limits_1 N NA NA

solutions_to_*uadratic_e*uations N ACT 2' 4.5.5limits_2 N NA NA

derivative_intuition N NA NA

derivatives_1 N NA NA

special_derivatives N NA NA

po"er_rule N NA NA

c!ain_rule_1 N NA NA

product_rule N NA NA

l!opitals_rule N NA NA

*uotient_rule N NA NA


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9/24

Classical Math Master Order

Arit!metic 1

Arit!metic +

Arit!metic '

Arit!metic 12

Arit!metic 13

Arit!metic 14

Arit!metic 1'

Arit!metic 1,

Arit!metic 20

Arit!metic 23

Arit!metic 24

Arit!metic 25

Arit!metic 2'

Arit!metic 30

Arit!metic 32

Arit!metic 33

Arit!metic 3+ Arit!metic 3,

Arit!metic 40

Arit!metic 44

Arit!metic 4+

Arit!metic 4'

Arit!metic 4,

Arit!metic 54

Arit!metic 5+

Arit!metic 5'

Arit!metic 5,

Arit!metic #0

Arit!metic #' Arit!metic +#

Arit!metic '1

Arit!metic 1+

Arit!metic 3#

Arit!metic 1+0

)re-algebra 31

)re-algebra 3'

)re-algebra 4#

Arit!metic ##

)re-algebra #+

Arit!metic 10#

Arit!metic 10'

Arit!metic 10,

Arit!metic 135

Arit!metic 13+

Arit!metic 13'

Arit!metic 140

Arit!metic 14'

Arit!metic 14,

Arit!metic 150

Arit!metic 154

Arit!metic 1#3

Arit!metic 1#4 Arit!metic 1##


10/24

Arit!metic 1#,

Arit!metic 1+1

Arit!metic 1+'

Arit!metic 1'2

Arit!metic 1'4

Arit!metic 1,2

Arit!metic 1,3

Arit!metic 32,

Arit!metic 33'

)re-algebra '+

Arit!metic 121

Arit!metic 1'3

)re-algebra 151

)re-algebra 153

Arit!metic 204

)re-algebra 205

Arit!metic 20#

Algebra 1 1#5 Algebra 1 1''

)re-algebra 1,,

)re-algebra 225

/tatistics 11,

/tatistics 2,

/tatistics 34

/tatistics 41

/tatistics 42

/tatistics 43

/tatistics 51

/tatistics 52

/tatistics 53/tatistics 1,4

/tatistics 1,5

/tatistics 20,

/tatistics 20+

/tatistics ,3

/tatistics 22+

/tatistics 20'

/tatistics 22#

/tatistics 242

/tatistics 103

Arit!metic ,5

Arit!metic 105

Arit!metic 110

Arit!metic 122

Arit!metic 130

)re-algebra 13#

Arit!metic 50

Arit!metic #1

Arit!metic 5#

Arit!metic #3

Arit!metic #5

)re-algebra 2#

)re-algebra 45)re-algebra 55


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Arit!metic #4

Arit!metic #,

Arit!metic +0

Arit!metic +1

)re-algebra +3

Arit!metic +5

Arit!metic ++

Arit!metic +'

Arit!metic +,

)re-algebra '5

)re-algebra '2

)re-algebra '3

Arit!metic 10+

Arit!metic 13,

Arit!metic 155

Arit!metic 15+

Arit!metic 1+2

Arit!metic 1+4 Arit!metic 1'5

)re-algebra 100

)re-algebra 114

)re-algebra 12#

)re-algebra ,0

)re-algebra ,,

)re-algebra 112

Algebra 2 113

Algebra 2 124

)re-algebra +4

)re-algebra ''

Arit!metic ,' Algebra 2 2,'

Algebra 2 30#

Arit!metic '#

Algebra 2 '0

Algebra 2 ',

Algebra 2 ,1

Algebra 2 ,#

Algebra 2 101

Algebra 3 325

Algebra 3 ,+

Algebra 3 111

Algebra 3 2,3

Algebra 3 305

Algebra 3 332

)re-algebra 1#'

)re-algebra 1'1

Algebra 1 1'0

Algebra 1 1,1

Algebra 1 203

Algebra 1 131

Algebra 1 141

Algebra 1 222

Algebra 1 1#+ Algebra 1 21,


12/24

Algebra 1 223

Algebra 1 23,

Algebra 1 250

Algebra 1 2#4

Algebra 1 2'3

Algebra 1 2'4

Algebra 1 2,0

Algebra 1 1+,

Algebra 1 302

Algebra 1 314

Algebra 1 1,0

Algebra 1 240

Algebra 1 152

)re-algebra 2##

Algebra 2 2,5

Algebra 2 315

Algebra 2 32#

Algebra 2 32+ Algebra 2 333

Algebra 2 33+

Algebra 2 341

Algebra 2 34#

Algebra 1 23+

Algebra 2 23'

Algebra 2 252

Algebra 2 313

Algebra 2 324

Algebra 2 33#

Algebra 2 344

Algebra 1 1', Algebra 1 21'

Algebra 3 235

Algebra 2 334

Algebra 2 335

Algebra 2 342

Algebra 2 343

Algebra 2 232

Algebra 2 30,

Algebra 2 310

Algebra 2 311

Algebra 2 320

Algebra 2 330

Algebra 2 33,

Arit!metic 2

Arit!metic 15

Arit!metic 22

Arit!metic 2+

Arit!metic 15#

Arit!metic 1+3

)re-algebra 202

)re-algebra 220

Algebra 1 251

Arit!metic 21 Algebra 1 23#


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Algebra 1 201

Algebra 1 2#5

Algebra 1 2+5

Algebra 1 2+#

Algebra 1 2,4

Algebra 2 300

eometr 233

Algebra 2 24'

Algebra 2 25,

Algebra 2 2#2

Algebra 2 2#3

Algebra 2 2,,

Algebra 2 30+

Algebra 2 31,

Algebra 2 32'

Algebra 1 221

Algebra 2 30'

Algebra 2 2,# Algebra 3 312

Algebra 3 321

Algebra 3 322

Algebra 3 323

Algebra 2 331

Algebra 2 340

eometr 1,'

/tatistics 11+

eometr 1,+

eometr 231

eometr 15'

eometr 15,eometr 1+5

eometr 1+#

eometr 1'#

eometr 210

eometr 212

eometr 213

eometr 214

eometr 215

eometr 21#

eometr 25#

eometr 25+

eometr 211

eometr 230

eometr 24#

eometr 24+

eometr 25'

eometr 2+2

eometr 2'2

eometr 2',

eometr 2,2

Algebra 1 123

eometr 303

eometr 5eometr #


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eometr 10

eometr 11

eometr 2+1

eometr 22,

eometr 2'0

eometr 2''

eometr 254

eometr 255

eometr 2#+

eometr 2++

eometr 2'5

eometr 142

eometr 14#

eometr ,2

eometr 102

eometr ,4

eometr 104

eometr 120eometr 1#0

eometr 1#1

eometr 253

eometr 115

eometr 12+

eometr 243

eometr 244

eometr 2#'

Algebra 1 234

Algebra 1 24,

Trigonometr 2#,

Trigonometr 2+0Trigonometr 2+,

Trigonometr 2'#

Trigonometr 2,1

Algebra 3 2#0

Trigonometr 2,+

Trigonometr 304

Trigonometr 31#

Trigonometr 31+

Trigonometr 2'+

Trigonometr 31'

Arit!metic 3

isc 4

isc ,

isc 1#

/tatistics 35

/tatistics #2

Arit!metic +2

isc '4

isc 11#

/tatistics 11'

isc 125

/tatistics 12'

/tatistics 12,eometr 132


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/tatistics 133

/tatistics 134

eometr 143

eometr 144

eometr 145

/tatistics 14+

/tatistics 1#2

isc 1++

isc 1'+

eometr 1,#

eometr 200

eometr 21+

isc 224

eometr 22'

isc 241

eometr 245

Algebra 2 2#1

Algebra 2 2+3 Algebra 3 2+4

isc 2+'

eometr 2'1

Algebra 3 301

Algebra 3 345

Algebra 2 34+

Algebra 2 34'

Algebra 2 34,

Algebra 2 350

Algebra 2 351

Calculus 352

Algebra 2 353Calculus 354

Calculus 355

Calculus 35#

Calculus 35+

Calculus 35'

Calculus 35,

Calculus 3#0

Calculus 3#1

Calculus 3#2


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Display Name

1-digit addition

1-digit subtraction

2-digit addition

2 and 3-digit subtraction

Addition "it! carring

asic multiplication

/ubtraction "it! borro"ing

4-digit addition "it! carring

ultipling 1-digit numbers

4-digit subtraction "it! borro"ing

asic division

ultipling 3 digits b 1 digit

1-digit division

ultiplication "it! carring

Adding decimals 0.5

ulti-digit division

ultipling 3 digits b 2 digits Adding decimals

ivision "it!out remainders

ulti-digit multiplication

Adding decimals 2

/ubtracting decimals 0.5

ivision "it! remainders

ultipling decimals

/ubtracting decimals

ulti-digit division

ividing decimals 0.5

ivisibilit 0.5

ividing decimals 1ividing decimals 2

ividing decimals

Addition and subtraction "ord problems

ultiplication and division "ord problems

Counting 1

Adding negative numbers

Adding and subtracting negative numbers

Negative number "ord problems

Adding and subtracting decimals "ord problems

ultipling and dividing negative numbers

Converting $ractions to decimals

/ubtracting $ractions "it! common denominators

Adding $ractions "it! common denominators

ultipling $ractions 0.5

/ubtracting $ractions

Adding $ractions

Converting mi%ed numbers and improper $ractions

ultipling $ractions "ord problems

ividing $ractions 0.5

ultipling $ractions

Adding and subtracting $ractions

ividing $ractions "ord problems

ividing $ractionsultipling mi%ed numbers 1


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Converting decimals to $ractions 1

Adding subtracting mi%ed numbers 0.5

ate problems 0.5

Converting decimals to $ractions 2

Adding subtracting mi%ed numbers 1

Converting decimals to percents

Converting percents to decimals

Converting 1-digit repeating decimals to $ractions

Converting multi-digit repeating decimals to $ractions

rder o$ operations

6raction "ord problems 1

Counting 2

)roportions 1

atio "ord problems

ar&up and commission "ord problems

)ercentage "ord problems 1

iscount ta% and tip "ord problems

7nitsate problems 1

ate problems 2

)ercentage "ord problems 2

Average "ord problems

eading tables 1

eading tables 2

eading bar c!arts 1

eading stem and lea$ plots

eading pictograp!s 2

Creating bar c!arts 1

eading bar c!arts 2

eading line c!arts 1)robabilit 1

)ermutations

Combinations

8%pected value

8%ploring mean and median

)ermutations and combinations

9ndependent probabilit

ependent probabilit

)robabilit "it! permutations and combinations

ean median and mode

ecogni(ing $ractions 0.5

ecogni(ing $ractions

8*uivalent $ractions

8*uivalent $ractions 2

/impli$ing $ractions

8%pressing ratios as $ractions

ivisibilit intuition

ivisibilit tests

)lace value

7nderstanding moving t!e decimal

7nderstanding decimals place value

rdering negative numbers

6inding absolute valuesComparing absolute values


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ounding "!ole numbers

)rime numbers

Composite numbers

ounding numbers

istributive propert

Number properties terminolog 1

)rime $actori(ation

8stimation "it! decimals

)roperties o$ numbers 2

reatest common divisor

:east common multiple

6ractions on t!e number line 1

Comparing $ractions 1

Comparing $ractions 2

Comparing improper $ractions and mi%ed numbers

rdering $ractions

rdering improper $ractions and mi%ed numbersrdering numbers

/cienti$ic notation intuition

/cienti$ic notation

ultipling and dividing scienti$ic notation

/*uare roots

/impli$ing radicals

Adding and subtracting radicals

adical e*uations

ultipling radicals

)ositive and (ero e%ponents

Cube roots

8stimating s*uare rootsT!e comple% plane

Adding and subtracting comple% numbers

T!e $undamental t!eorem o$ arit!metic

Negative e%ponents

6ractional e%ponents

8%ponent rules

Negative $ractional e%ponents

/impli$ing e%pressions "it! e%ponents

ultipling comple% numbers

/olving logarit!ms

perations "it! logarit!ms

9maginar unit po"ers

Absolute value o$ comple% numbers

ividing comple% numbers

8valuating e%pressions in one variable

8valuating e%pressions in 2 variables

ne step e*uations

ne-step e*uations "it! mult

2-step e*uations

Combining li&e terms

Combining li&e terms "it! distribution

rap!ing points and naming *uadrants

)roportions 2rdered pair solutions to linear e*uations

problems


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8*uations "it! variables on bot! sides

ulti-step e*uations

/olving $or t!e -intercept

/olving $or t!e %-intercept

Converting bet"een slope-intercept and standard $orm

Converting bet"een point-slope and slope-intercept

6inding t!e e*uation o$ a line

;riting e%pressions

ultipling e%pressions 0.5

ultipling e%pressions 1

ultiplication and division "ord problems 2

Age "ord problems

;riting proportions

8*uations $rom tables

Adding and subtracting polnomials

ultipling polnomials

6actoring di$$erence o$ s*uares 1

6actoring polnomials 16actoring di$$erence o$ s*uares 2

6actoring polnomials 2

6actoring di$$erence o$ s*uares 3

6actoring polnomials b grouping

ulti-step linear ine*ualities

irect and inverse variation

/olving e*uations in terms o$ a variable

)arabola intuition 1

)arabola intuition 2

8%pressions "it! un&no"n variables

8%pressions "it! un&no"n variables 2

;riting e%pressions 2ne step ine*ualities

Absolute value e*uations

/olving *uadratics b $actoring

/olving *uadratics b ta&ing t!e s*uare root

/olving *uadratics b $actoring 2

Completing t!e s*uare 1

Compound ine*ualities

/olutions to sstems o$ e*uations

/stems o$ e*uations "it! simple elimination

/stems o$ e*uations "it! substitution

/stems o$ e*uations "it! elimination

/stems o$ e*uations

/stems o$ e*uations "ord problems

Number line 1

Number line 2

ecimals on t!e number line 1

ecimals on t!e number line 2



rap!ing points

)oints on t!e coordinate plane

9denti$ing linear relations!ips

Number line 3:ine grap! intuition


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9ne*ualities on a number line

9denti$ing slope o$ a line

)oint slope $orm

/lope intercept $orm

rap!ing linear e*uations

rap!ing sstems o$ e*uations

idpoint $ormula

omain and range

8ven and odd $unctions

omain o$ a $unction

ange o$ a $unction

rap!ing linear ine*ualities

rap!ing and solving linear ine*ualities

rap!ing sstems o$ ine*ualities

rap!ing and solving sstems o$ ine*ualities

istance $ormula

istance bet"een point and line

8*uations o$ parallel and perpendicular lines8*uation o$ a circle in $actored $orm

8*uation o$ a !perbola

8*uation o$ a circle in non-$actored $orm

8*uation o$ an ellipse

rap!ing parabolas in standard $orm

rap!ing parabolas in verte% $orm

Congruent angles

eading bar c!arts 3

)arallel lines 1

)arallel lines 2

8%ploring angle pairs

Complementar and supplementar angles and contrapositiveConditional statements


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:ogical arguments and deductive reasoning

Conditional statements and trut! value

asic triangle proo$s

Angle bisector t!eorem

6ill-in-t!e-blan& triangle proo$s

;rong statements in triangle proo$s

Circles and arcs

Areas o$ circles and sectors

9nscribed angles 1

9nscribed angles 2

9nscribed angles 3

easuring segments

Congruent segments

)erimeter 1

)erimeter o$ s*uares and rectangles

Area 1

Area o$ s*uares and rectangles

Area o$ triangles/egment addition

idpoint o$ a segment

/olid geometr

adius diameter and circum$erence

Area o$ a circle

Area o$ trape(oids> r!ombi> and &ites

Area o$ parallelograms

/!aded areas

7nderstanding $unction notation

8valuating e%pressions "it! $unction notation

adians to degrees

egrees to radiansadians and degrees

Trigonometr 0.5

Trigonometr 1

8valuating composite $unctions

Trigonometr 1.5

Trigonometr 2

Trig identities 1

9nverse trig $unctions

7nit circle

rap!s o$ sine and cosine

epresenting numbers

Telling time 0.5

Telling time

Telling time 2

eading pictograp!s 1

)lotting t!e line o$ best $it

)roperties o$ numbers 1

ivisibilit

Creating bo% and "!is&er plots


23/24

? scores 1

8mpirical rule

Angle tpes

)oints lines and planes

easuring angles

? scores 2

? scores 3

6ractions cut and cop 1

6ractions cut and cop 2

Triangle tpes

Adding vectors

/caling vectors

/mbols in a $unction

Triangle ine*ualit t!eorem

/mbols in 2 $unctions

=uadrilateral tpes


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Documents

ACT Mapping