The value of `int_(0)^(sqrt(2))[x^(2)]dx` ,where `[.]` is the greatest integer function
(A) `2-sqrt(2)`
(B) `2+sqrt(2)`
(C) `sqrt(2)-1`
(D) `sqrt(2)-2`

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What is int_(0)^(sqrt(2))[x^(2)] dx equal to (where [.] is the greatest integer function ) ?

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The value of the integral int_0^(3/2) [x^2]dx , where [] denotes the greatest integer function, is (A) 2+sqrt(2) (B) 2-sqrt(2) (C) 4+2sqrt(2) (D) 4-2sqrt(2)

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int_(0)^(sqrt(2))sqrt(2-x^(2))dx=?

int_0^(sqrt(2)) [x^2] dx is equal to (A) 2-sqrt(2) (B) 2+sqrt(2) (C) sqrt(2)-1 (D) sqrt(2)-2

Evaluate int_0^sqrt(2)sqrt(2-x^2)dx