A rectangle is constructed with its base on the diameter of a semicircle with radius 5 and its two other vertices on the semicircle. What are the dimensions of the rectangle with maximum area?
Answers
Answered by
0
If you need maximum area the length and breadth if the rectangle should be maximum.
the maximum length will be equal to the diameter i.e., twice the radius
the maximum breadth can be the radius of the semicircle i.e., the radius
maximum area=l×b=2r×r=3r^2=3(5)^2=3×25=75.
I hope that it's clear enough!
the maximum length will be equal to the diameter i.e., twice the radius
the maximum breadth can be the radius of the semicircle i.e., the radius
maximum area=l×b=2r×r=3r^2=3(5)^2=3×25=75.
I hope that it's clear enough!
Similar questions