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Pythag Thm. Special Rights. Area. Putting it all together. MISC. 100 pt. 100 pt. 100 pt. 100 pt. 100 pt. 200 pt. 200 pt. 200 pt. 200 pt. 200 pt. 300 pt. 300 pt. 300 pt. 300 pt. 300 pt. 400 pt. 400 pt. 400 pt. 400 pt. 400 pt. 500 pt. 500 pt. 500 pt. 500 pt. 500 pt. - PowerPoint PPT Presentation

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Pythag Thm SpecialRights Area Putting it

all together MISC

Page 2: 200 pt

A right triangle has legs of length

20’ and 48’. What’s the

hypotenuse?

Page 3: 200 pt

]

52 feet

Page 4: 200 pt

The shadow of a flagpole is 5 feet

long and the flagpole is 12’ high. What’s the distance from the top of the flagpole to the end

of the shadow?

Page 5: 200 pt

13 feet

Page 6: 200 pt

What type of triangle has side lengths of 5”, 6”

and 8”?

Page 7: 200 pt

An obtuse triangle.

25 + 36 < 64

Page 8: 200 pt

Find the length of segment MO

Page 9: 200 pt

6

Page 10: 200 pt

Find MO

Page 11: 200 pt

2√11

Page 12: 200 pt

An isosceles triangle has legs

of .What’s its

hypotenuse?

Page 13: 200 pt

6 cm

Page 14: 200 pt

Find CA.

Page 15: 200 pt

10 cm

Page 16: 200 pt

Find the hypotenuse.

Page 17: 200 pt

cm

Page 18: 200 pt

What is the length of the hypotenuse of a 30-60 right triangle with a longer leg of

length 16 m?

Page 19: 200 pt

- -

323

m

Page 20: 200 pt

If the area of a square is 169 m2,

what’s the perimeter of one triangle

formed by two sides of the square and a

diagonal?

Page 21: 200 pt

13√2+26𝑚

Page 22: 200 pt

Find the length of a line

segment with endpoints

(1, 4) and (7, 3)?

Page 23: 200 pt

√37𝑢𝑛𝑖𝑡𝑠

Page 24: 200 pt

Find the area of an equilateral triangle

with sides measuring 8 feet.

Page 25: 200 pt

2

Page 26: 200 pt

The length of the shorter leg of a

30-60-90 triangle is 3 cm. What is the

area of the triangle?

Page 27: 200 pt

29√3cm2

Page 28: 200 pt

Find the area of the shaded rectangle.

Page 29: 200 pt

50 in2

Page 30: 200 pt

Find the lateral area of a roll of paper towels.

The height of the cylinder is 9cm. The

outer diameter is 8 cm and the inner diameter

is 4 cm.

Page 31: 200 pt

108 π cm2

Page 32: 200 pt

The length of one leg of a right

triangle is and the other leg is What’s

the length of the hypotenuse?

Page 33: 200 pt

5”

Page 34: 200 pt

Find x and y.

Page 35: 200 pt

y = 3 units

Page 36: 200 pt

Find the length of a line segment with

endpoints (1, 4) and (7, 3)?

Page 37: 200 pt

√37𝑢𝑛𝑖𝑡𝑠

Page 38: 200 pt

What is the longest pole that

can fit in a rectangular closet with dimensions2’ x 3’ x 10’ high

Page 39: 200 pt

feet

Page 40: 200 pt

Find the perimeter of an isosceles

right triangle who hypotenuse is

Page 41: 200 pt

7√6+7√3𝑚

Page 42: 200 pt

Simplify(7x3 – 2x) – (4x + 1-

x3)

MISC 200

Page 43: 200 pt

6x3 – 6x - 1

Page 44: 200 pt

MISC 100

Find the midpoint

of segment ABif A(4, 2) and

B(16, 4).

Page 45: 200 pt

(10, 3)

Page 46: 200 pt

Find TX . Segments XS and VW are medians

of equilateral triangle SWY. The length of XS is 18

cm.

MISC 500

Page 47: 200 pt

6 cm

Page 48: 200 pt

Find the volume of a cylindrical chocolate cake with diameter 24cm and height of 14cm. It has a 45°

slice missing.

MISC 400

Page 49: 200 pt

1764π cm3

Page 50: 200 pt

Find the shaded area.

MISC 300

Page 51: 200 pt

64/3 π -