Home
Archive
Disclaimer
DMCA
Privacy
Contact

Home / \pi r \ell = \pi (5x)(13x) = 65\pi x^2.

\pi r \ell = \pi (5x)(13x) = 65\pi x^2.

February 22, 2026

$\pi r \ell = \pi (5x)(13x) = 65\pi x^2.$

Related Articles

Solution: The total surface area of a cone is the sum of the base area and the lateral surface area. The base area is:
\pi (5x)^2 = 25\pi x^2.
The lateral surface area is:
Total surface area:
25\pi x^2 + 65\pi x^2 = 90\pi x^2.
\boxed{90\pi x^2}

Trending Articles

cast for v for vendetta

psych tv programme

new order order

the game u s tv series

history channel tv shows

wi ha joon movies and tv shows

it's complicated movie

Goandsee. All rights reserved.