Given l=30 in. , w=20 in. , h=18 in. , and x=36.1 in. , find the length of d . Round the answer to the nearest tenth.
l<base
w<base left
H<side
d<wall
x<inside diagrame
To find the length of d, we will use the Pythagorean theorem.
d^2 = x^2 + (l - w)^2 + h^2
Substitute the given values:
d^2 = 36.1^2 + (30 - 20)^2 + 18^2
d^2 = 1303.21 + 100 + 324
d^2 = 1727.21
Now, find the square root to solve for d:
d = sqrt(1727.21)
d ā 41.6 inches
Therefore, the length of d is approximately 41.6 inches.