13 yd.
(1 point)
O 1.05 yards
O 4 yards
O9.99 yards
O 16.92 yards
3.25 yd.
4.23 yd.
Use proportions to find the missing side length (a) in the two similar figures.
We cannot answer this question without the given figures and the missing side indicated. Please provide more information.
3.25 yd 4.23 yd
I'm sorry, this appears to be two different lengths, not two similar figures. Could you please provide more information or clarify your question?
To find the missing side length (a) in two similar figures using proportions, you need to set up a ratio of corresponding sides and solve for the unknown. Let's say the corresponding side lengths of the two figures are x and y, and you already know the values of x (13 yd.) and y (3.25 yd.).
The proportion can be set up as follows:
x / y = 13 yd. / 3.25 yd.
To solve for x (a), you can cross-multiply and then divide:
x = (13 yd. / 3.25 yd.) * y
x = (13 / 3.25) * y
x ≈ 4 * y
So, the missing side length (a) is approximately 4 times the length of the known side length y (3.25 yd.).
To find the actual value of a, multiply 4 by the value of y:
a = 4 * 3.25 yd.
a ≈ 13 yd.
Therefore, the missing side length (a) is approximately 13 yards.