Asked by Billy Mays
The area of the rhombus formed by points of intersection of parabolas y=x^2−b and y=−x^2 +b and their vertices is 54. Find b.
Answers
Answered by
Steve
The four points are
(0,b),(√b,0),(0,-b),(-√b,0)
Now use your favorite method to find the base length and altitude, or sides and angles, etc. to find the area of the rhombus.
(0,b),(√b,0),(0,-b),(-√b,0)
Now use your favorite method to find the base length and altitude, or sides and angles, etc. to find the area of the rhombus.
Answered by
Billy Mays
Steve, I am looking for an answer, not a way to find it.
Answered by
Billy Mays
And the area of a rhombus is 54. The question I am asking is Find B, when the equations are y=x^2 -b and y=-x^2 +b
Answered by
Ms. Sue
If you don't want to learn, don't bother posting here. We are teachers not cheaters.
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