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Given below are two overlapping unit circles. Find the area of the shaded region.
Given Below Are Two Overlapping Unit Circles. Find The Area ...
Options:
A .  2π−3√33
B .  2π+3√33
C .  2π+√33
D .  2π−√33
E .  33128
Answer: Option A
:
A
Approach 1: With the use of given figure. We can find out Option(a) is right answer.
Given Below Are Two Overlapping Unit Circles. Find The Area ...
Shortcut: From the 4 - πapproach, each of the shaded region will be 10% of the square's area. Hence, the required area = 40% of 1= 0.4. Look in the answer options for this value. Only option(a) comes the closest. All answer options are far apart.
Given Below Are Two Overlapping Unit Circles. Find The Area ...

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