18 ft.
To find the length of the corresponding side on Figure B, we can set up a proportion using the given sides:
10/24 = 8/x
Cross multiplying, we get:
10x = 192
Dividing both sides by 10, we get:
x = 19.2
Therefore, the length of the corresponding side on Figure B would be 19.2 ft.
Triangles and Quadrilaterals Unit Test
10 of 1510 of 15 Items
Question
Two similar quadrilaterals have corresponding sides measuring 10 ft. on Figure A and 24 ft. on Figure B . If another side on Figure A is 8 ft. what would be the length of the corresponding side on Figure B ?(1 point)
ft.
1 answer
1 answer