JEE MAIN PYQ . If f(x)=∫1/x^1/4(1+x^1/4)dx , f(0)=−6 , then f(1) is equal to.#jeemain2025.

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Q) If f(x)= Integration ∫ 1/(x^(1/4) (1+x^(1/4) ) ) dx,f(0)=-6, then f(1) is equal to #maths Q) If f(x)= Integration ∫ 1/(x^(1/4) (1+x^(1/4) ) ) dx,f(0)=-6, then f(1) is equal to #maths
Q) If f(x)= Integration ∫ 1/(x^(1/4) (1+x^(1/4) ) ) dx,f(0)=-6, then f(1) is equal to #maths Q) If f(x)= Integration ∫ 1/(x^(1/4) (1+x^(1/4) ) ) dx,f(0)=-6, then f(1) is equal to #maths
Q) If f(x)= Integration ∫ 1/(x^(1/4) (1+x^(1/4) ) ) dx,f(0)=-6, then f(1) is equal to #maths Q) If f(x)= Integration ∫ 1/(x^(1/4) (1+x^(1/4) ) ) dx,f(0)=-6, then f(1) is equal to #maths
Q) If f(x)= Integration ∫ 1/(x^(1/4) (1+x^(1/4) ) ) dx,f(0)=-6, then f(1) is equal to #maths Q) If f(x)= Integration ∫ 1/(x^(1/4) (1+x^(1/4) ) ) dx,f(0)=-6, then f(1) is equal to #maths
Q) If f(x)= Integration ∫ 1/(x^(1/4) (1+x^(1/4) ) ) dx,f(0)=-6, then f(1) is equal to #maths Q) If f(x)= Integration ∫ 1/(x^(1/4) (1+x^(1/4) ) ) dx,f(0)=-6, then f(1) is equal to #maths
28 Jan Shift 2If f(x) = ∫ ( 1 / ( x^(1/4)(1 + x^(1/4)) ) ) dx, f(0) = −6, then f(1) is equal to: 28 Jan Shift 2If f(x) = ∫ ( 1 / ( x^(1/4)(1 + x^(1/4)) ) ) dx, f(0) = −6, then f(1) is equal to:
Jee Main-PYQ-2025-MATH - If f(x)=∫1x1/41+x1/4dx,f(0)=-6, then f(1) is equal to : Jee Main-PYQ-2025-MATH - If f(x)=∫1x1/41+x1/4dx,f(0)=-6, then f(1) is equal to :
Qus-05 | If f(x) = ∫1/(x^(1/4)* (1+ x^(1/4))) dx, f(0) = - 6 then f(1) is equal to...| Sandeep Sir | Qus-05 | If f(x) = ∫1/(x^(1/4)* (1+ x^(1/4))) dx, f(0) = - 6 then f(1) is equal to...| Sandeep Sir |