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Area What is and how to find area

Area maths sola (mission impossible)

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Page 1: Area   maths sola (mission impossible)

Area

What is and how to find area

Page 2: Area   maths sola (mission impossible)

What is Area?Area is the amount of space a surface or 2D shape covers.

Area is defined as the number of one by one squares a surface covers.

1m

1m

Page 3: Area   maths sola (mission impossible)

What is Area?Area is the amount of space a surface or 2D shape covers.

Area is defined as the number of one by one squares a surface covers.

1m

1m

= 1m2

Page 4: Area   maths sola (mission impossible)

What is Area?Area is the amount of space a surface or 2D shape covers.

Area is defined as the number of one by one squares a surface covers.

1m

1m

= 1m2

Because area is measured in squares, we always use

square units.

Page 5: Area   maths sola (mission impossible)

Why is Area useful to know?Area is used in a huge number of fields.

Landscaping

Decorating

Manufacturing

Page 6: Area   maths sola (mission impossible)

Squares and Rectangles

3m

3m

Because area is defined as the number of 1 by 1 squares a shape covers, if we split it up into columns and rows, each 1m wide in this case, it will show us how many squares the shape covers.

Page 7: Area   maths sola (mission impossible)

Squares and Rectangles

3m

3m

Because area is defined as the number of 1 by 1 squares a shape covers, if we split it up into columns and rows, each 1m wide in this case, it will show us how many squares the shape covers.

Page 8: Area   maths sola (mission impossible)

Squares and Rectangles

3m

3m

Because area is defined as the number of 1 by 1 squares a shape covers, if we split it up into columns and rows, each 1m wide in this case, it will show us how many squares the shape covers.

Page 9: Area   maths sola (mission impossible)

Squares and Rectangles

3m

3m

Because area is defined as the number of 1 by 1 squares a shape covers, if we split it up into columns and rows, each 1m wide in this case, it will show us how many squares the shape covers.

Page 10: Area   maths sola (mission impossible)

Squares and Rectangles

3m

3m

Because area is defined as the number of 1 by 1 squares a shape covers, if we split it up into columns and rows, each 1m wide in this case, it will show us how many squares the shape covers.

Page 11: Area   maths sola (mission impossible)

Squares and Rectangles

3m

3m

So the area of this 3m by 3m square is 9m2.

Be cause the height is the number of rows and the width is the number of columns, the area is the height multiplied by the width.

Page 12: Area   maths sola (mission impossible)

Examples

3m

5m

To work out the area we multiply the width by the height.

5m x 3m = 15m2

Page 13: Area   maths sola (mission impossible)

Examples

3m

5m

To work out the area we multiply the width by the height.

5m x 3m = 15m2

Page 14: Area   maths sola (mission impossible)

Examples

3m

5m

To work out the area we multiply the width by the height.

5m x 3m = 15m2

Page 15: Area   maths sola (mission impossible)

Examples

3m

5m

To work out the area we multiply the width by the height.

5m x 3m = 15m2

This is the same as counting the number of 1 by 1 squares the shape covers.

Page 16: Area   maths sola (mission impossible)

ExamplesWhen working with larger shapes, counting the number of squares can be very time consuming.

12m

8m

Page 17: Area   maths sola (mission impossible)

ExamplesWhen working with larger shapes, counting the number of squares can be very time consuming.

12m

8m

Page 18: Area   maths sola (mission impossible)

ExamplesWhen working with larger shapes, counting the number of squares can be very time consuming.

This is why multiplying adjacent sides (sides next to each other) is more often used.

12m

8m

Page 19: Area   maths sola (mission impossible)

ExamplesWhen working with larger shapes, counting the number of squares can be very time consuming.

This is why multiplying adjacent sides (sides next to each other) is more often used.

12m

8m

12m x 8m = 96m2