Question
Regular triangular pyramid has the slant height k=12 cm and lateral area A = 198 cm2. Find the length of the base edge.
Answers
3 congruent triangles make up the 3 sides
the area of a side is ... 198 / 3 cm^2
the slant height is the height of a triangular side
you have the area and the height of a triangle ... how do you find the base length?
the area of a side is ... 198 / 3 cm^2
the slant height is the height of a triangular side
you have the area and the height of a triangle ... how do you find the base length?
Would you multiply by 2
A = 1/2 * b * h
how to find the area with a slant.
12x/2 x 3 =198
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Hi peeps!
How you do the problem is you do is you know that because its a regular triangle pyramid all sides are congruent so Al= 1/2 Pb*k.
So you plug in the numbers and the answer you get is 198=1/2*3*Ab*12
and in the end the answer you get is 11cm!
Hope this helped!
How you do the problem is you do is you know that because its a regular triangle pyramid all sides are congruent so Al= 1/2 Pb*k.
So you plug in the numbers and the answer you get is 198=1/2*3*Ab*12
and in the end the answer you get is 11cm!
Hope this helped!
Ahh thank you so much Nado!!!!
Nice
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