Find the diagonal of the rectangular solid with the given measures. (Part of the answer is provided for you.) l = 3, w = 5, h = 5 (The provided piece is _ _ _ 9)

Question

asked Jul 20, 2019 55.6k views

2 Answers

Vulpo · Answer 1 · 2019-07-27T19:10:14+0000

Answer:

√(59)

Explanation:

Given : Length of cuboid = 3 units

Width of cuboid = 5 units

Height of cuboid = 5 units

To Find : Length of diagonal of cuboid

Solution :

Formula of length of cuboid =
$\sqrt{(Length)^(2) +(Width)^(2)+(Height) ^(2) }$

So, Length of diagonal of cuboid :

=
$\sqrt{3^(2) +5^(2)+5^(2) }$

=
√(9 +25+25 )

=
√(59)

Thus , Length of diagonal of cuboid is
.

Hence , The diagonal of the rectangular solid is
.