Find əx A) at the point (1, 2, e7) for ln(xz)Y + -43 2 B) ~ + 3y³ = 0. 43 2 - 1/13 43 D) 433 2

Q: How did it go from step 2 to the answer?

A: The given integral is sec2(4x).

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A: (x, y, z) = (-3, -3, -5)

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A: According to our guidelines we are supposed to answer only the first question.

Q: Find the length of the curve (t) = e²t cos(t), y = e²t sin(t) for 0 ≤ t ≤ 6. Give an exact answer,…

A: The given curve is: x(t)=e2t cos(t),     y(t)=e2t sin(t)       for  0≤t≤6

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A: To find out the correct sigma expression that represents the given expression.

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Q: •π/2 4 ƒ/² gπ/² p² cosc 0 0 0 32 A) TO 9 osin o do do B) - 7² de D) 32²7²

A: I=∫0π2∫0π2∫04cosφρ2sinφ dρ dφ dθ

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Q: Learning Target INT5: I can evaluate a definite integral using the Fundamental Theorem of Calculus.…

A: according to bartleby guide line we do only first part of multiple questions. (1)  let…

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A: we use substitution method to evaluate the integral

Q: Problem #8: Demand for a certain kind of SUV obeys the following equation, D(x, y) =…

A: Given demand functionD( x, y ) = 22000 - 12x - 12( 0.9y - 10 )32 Also given x = 58200 + 300t y = 127…

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Q: Find the particular antiderivative that satisfies the following conditions: dy dx y = -1 = 8x…

A: dydx=8x-2+4x-1-7dy =( 8x-2+4x-1-7 ) dx

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A: As per our guidelines we able to solve only one question and rest of the question will be reposted

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A: (a)  h(x)=58x-18we know (i)  ∫xndx=xn+1n+1+c(ii)  d dx(xn)=nxn-1

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