EJU Mathematics Course 2 practice 116: Using the accompanying practice context, evaluate ∫₀^8 (12x+6) dx.
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An antiderivative is 6x²+6x, giving 432.
Practice Japan questions with answers and explanations.
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An antiderivative is 6x²+6x, giving 432.
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The conjugate changes the sign of the imaginary part.
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z=(x−mean)/sd=2.
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Repeated multiplication gives 31381059609.
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log x + log y = log(xy).
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The sum is 3(1+…+5)=3×15=45.
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Scalar multiplication multiplies every component.
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f′(x)=10x+6; substitute x=7.
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An antiderivative is 6x²+2x, giving 400.
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The conjugate changes the sign of the imaginary part.
Choose an option to check your answer.
z=(x−mean)/sd=2.
Choose an option to check your answer.
Repeated multiplication gives 31381059609.