ABCD is a square of side 14 cm. Semi circles are drawn with each side of square as diameter. Find

In the given Figure ABCD is a square of side 14 cm. Semi circles are drawn with each side of square as diameter. Find the area of the shaded region.

[rukmanisaini]

Nice explanation I had understand the concept we had to find the area of shaded region...That will be 84 cm^2

[artisticvanshika]

That's too easy👍thanks sir for explaining in such a easy left this questions many times in tests and even in exam🙏🏻coz I wasn't aware about that it is too easy 🙏🏻

[namir]

Sir we have to find out area of shaded region not the empty space. I think you misunderstood the question.
Therefore, it will be 42+42=84. Please correct me if I am wrong.

[pinkibanglavlog]

Sir i am in class 7 but this question has come in my worksheet. Thank you for understanding 🙏🙏

[rajeevjayaram]

Shouldnt it be just sum of all the shaded numbers which is 84 because while calculating the individual shaded area area of rectangle is substracted

[akhilesh]

Sir I could understand Every sum that you teach .Thank you sir.😀😀

[aryansingh]

Thanku sir...I believe that I'll definetly get 3 mrks if this type of ques would be asked:)

[shashisharma-utyw]

or what if i subtract 4 semi circle direct from square

[apurwavirkar]

Can tell that in which year this Q was asked

[daddygamingk]

Question question of Hindi main bhi Samjha diya karo Hindi medium ke liye

[pbyashwanth]

*Sir from where did ½ came sir, I cant understand if it is 2 semicircle means (pier² by 2)×2 then 2 and 2 will be canceled then pier² comes sir for and the answer is coming 420 cm² idk pls correct me sir*

[sudeephukkeri]

Sir you calculated the unshaded region

[daddygamingk]

Is question ko Hindi mein bhi Samjha do

[madhavanj]

This answer is wrong
84 cm² is the answer

[rekhasathish]

Can i subtract area of 4 semicircles from area of square. Why r u taking full area of full square to calculate area of two shaded region.