Two similar figures have volumes 2yd^3 and 250 yd^3. the surface area of the smaller figure is 13 yd^2. find the surface area of the larger figure.i need this asap.

Given that two figures are similar and the volumes are 2 yd^2 and 250 yd^2
then the volume scale factor will be:
volume scale factor=(volume of large figure)/(volume of small figure)
Volume scale factor=250/2=125/1
linear scale factor=∛VSF=∛(125/1)=5/1
to get the are of larger figure we need area scale factor
Area scale factor=(linear scale factor)²
=(5/1)²=25/1
thus the area of larger figure will be:
25/1×13
=325 yd²

160:140

Step-by-step explanation:

8+7 = 15

60000/15 = 4000

4000/200=20

therfore the dimensions are 20 times the amount

8x 20 = 160

7x 20 = 140