The length of the side of square is ‘a’ metre A
second square is formed by joining the middle
points of the sides of the squares. Then a third
square is formed by joining the middle points of
the sides of the second squares and so on. Then the
sum of the area of squares which carried upto
infinity is
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Answer:-
=the area of square of side a
is a2the side of the square
formed by joining the midpoints of original square is 2aso
the area of the second square is 2a2similarly,
area of the third square formed the same way is
4a2the sum of areas of all those squares is an
infinite geometric series with first term as a2 and
common ratio as 1/2so the sum is equal to
1−common ratiofirst term=2a2
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