Three neighbors need to locate their mailboxes so that the mail carrier will only need to make one stop each day for all three of them.They decide to choose a spot for the mailboxes so that each neighbor is required to walk the same distance from his/her home to the mailbox. If points A, B, and C represent the three homes, where should they place the mailboxes? Justify your answer.
The point of intersection of the perpendicular bisectors of AB and AC will be the point which is equidistant from each of the three points.
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Solve.Find the perimeter of the rectangle.
A. 4.61 feet B. 9.22 feet C. 4.681 feet D. 3.64 feet
Find the surface area of the circular solid. Unless otherwise specified, use 3.14 for ? and round your answer to the nearest tenth.A right circular cylinder with d = 10 m, h = 7.4 m
A. 194.7 m2 B. 273.2 m2 C. 389.4 m2 D. 580.9 m2
Rewrite the expression as an equivalent expression that does not contain powers of trigonometric functions greater than 1.f(x) = cos4 x
A. 
B. 
C. 
D. 
Find the perimeter of the specified triangle. Assume the triangles are similar.Find the perimeter of the triangle on the left.
A. 50 m B. 95 m C. 248.5 m D. 144.5 m