Tanα=h/x, tanß=h/(x+88)
solving both for x
x=h/tanα, x=h/tanß-88, since x=x
h/tanα=h/tanß-88
h/tanß-h/tanα=88
(htanα-htanß)/(tanα*tanß)=88
h(tanα-tanß)/(tanα*tanß)=88
h=88(tanα*tanß)/(tanα-tanß)
Since α=32 and ß=22...
h=88(tan32*tan22)/(tan32-tan22)
h≈85.3 feet
Answer:
2nd answer
Step-by-step explanation:
Given:
Side lengths of triangle are (6.2v-5.5) cm, (8.5v-6.7) cm, and (6.6w+7.6) cm.
To find:
The expression which represents the perimeter of the given triangle.
Solution:
We know that perimeter of a triangle is the sum of all sides of a triangle. So,

On combining like terms, we get



Therefore, the perimeter of the triangle is
.
Answer:
The answer is J.
Step-by-step explanation:
Set it Up as a proportion. To do this you do the length of one triangle divided by the height of the same triangle. then you do the same for the other triangle. You get (29/h) = (8.5/5)
Answer:
The answers are A and D because there the only two with expontents and to be linear the eqaution cannot have a expontent.
Step-by-step explanation: