Tan(40) = .84
.84/1 = x/60
x = 50.4
The height of the tree equals 50.345 rounded to 50.4
Step-by-step explanation:
area of equilateral ∆ =

here a = 3
area of ∆ = 3.9 in^2
area of circle

= 19.63 in^2
area of shared region = 19.63-3.9= 15.73 in^2
Y = (x-2)^2 + 2 will shift graph right 2 units .
Simply each equation is manipulated by the x in the way that the function is telling you to
x = a
f (a) = 8 + 2(a)^2
x = a + h
f (a + h) = 8 + 2( a + h) ^ 2
the last case is represented by two scenarios
x = a + h ... x = a/h
f (a + h) - f( a / h) =
(8 + 2(a + h) ^2) - (8 + 2(a / h)^2)
Answer:
you have to find only one example in which the conjecture is not true.