The square and the equilateral triangle have the same perimeter find the perimeter of each figure
1 answer:
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The height is represented as y and the time is represented as x.
To find the maximum height (since this is a parabola that faces downwards) we need to find the vertex.
Vertex (x) =
b = 14
a = -16
Substitute
Now plug 7/8 to t
-16(7/8)^2 + 14(7/8)
-16(49/64) + 14(7/8)
-12.25 + 12.25
Answer: 0 ft
To find the maximum height (since this is a parabola that faces downwards) we need to find the vertex.
Vertex (x) =
b = 14
a = -16
Substitute
Now plug 7/8 to t
-16(7/8)^2 + 14(7/8)
-16(49/64) + 14(7/8)
-12.25 + 12.25
Answer: 0 ft