Let `f(x)=int_(0)^(x) g(t)dt,`where g is a non -zero even function . If f(x+5)=g(x),then `int_(0)^

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Easy Math 4 JEE

Easy Math 4 JEE

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The value of the integral ∫_0^1▒x cot^(-1)⁡(1-x^2+x^4 )dx is: @Easymath4jee #definiteintegral
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The value of the integral ∫_0^1▒x cot^(-1)⁡(1-x^2+x^4 )dx is: @Easymath4jee #definiteintegral
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Let f(x) = x^5 + 2e^(x/4) for all real numbers. Consider a function g(x) such that g(f(x)) = x.
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Let α = 3i + j and β = 2i −j + 3k. If β = β1 − β2, where β1 is parallel to α and β2 is perpendicular
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Let α = 3i + j and β = 2i −j + 3k. If β = β1 − β2, where β1 is parallel to α and β2 is perpendicular
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Let a = i + 5j +αk , b = i +3j + βk and c = -i + 2j - 3k be three vectors such that, |b x c| = 5√3
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Let a = i + 5j +αk , b = i +3j + βk and c = -i + 2j - 3k be three vectors such that, |b x c| = 5√3
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Solution of the differential equation cos x dy = y (sin x - y)dx is | JEE Main 2023 | Differential
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Solution of the differential equation cos x dy = y (sin x - y)dx is | JEE Main 2023 | Differential
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If a=2î+ĵ+2k̂, then the value of |î×(a×î)|^2 + | ĵ×(a×ĵ)|^2 + | k̂×(a×k̂)|^2 is equal @Easymath4jee
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If a=2î+ĵ+2k̂, then the value of |î×(a×î)|^2 + | ĵ×(a×ĵ)|^2 + | k̂×(a×k̂)|^2 is equal @Easymath4jee
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Let vector a be coplanar with vectors b = 2i + j + k and c = i − j + k. If a is perpendicular to
Easy Math 4 JEE
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Little Coco was manipulated, and the kind-hearted Harley Quinn saved everyone #Joker #HarleyQuinn
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