dx Given x³y² = 15 and a = find when x = 3 %3D

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A: Hi! Thank you for the question, As per the honor code, we are allowed to answer three sub-parts at a…

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Q: The value of dx is 3

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Q: 32. Variable quantities A and Bare related by the equation A + B = 9. What is the rate of change…

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A: Explanation: Given that,  ∫015xe8xdx   Now we will take the constant out  5∫01xe8xdx Now substitute…

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Q: Medical researchers tested a new method of typing blood using low-cost paper. The researchers…

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A: For Existing :  Mean , x1¯ = 72 Standard deviation , s1 = 3.38   For New : Mean , x2¯ = 72 Standard…

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Q: dV2 dV1 = a dt dt

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Q: ur last submission is used for your score. 3. [-/0.5 Points] DETAILS LARSONET5 3.2.111. The volume…

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Q: e Question 1 Evaluate dx. 4 + e6x Question 2 Evaluate ?V3x +2 dax. x3 dx. x + 3 Question 3 Evaluate

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Q: Answer the following questions based on the previous examples. Show your work. 1. What is the…

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Q: Consider a ladder sliding down a wall, as in the figure below. The variable a is the length of the…

A: Given that,         The top of a 4.5m ladder is sliding down a wall at 0.9m/s

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Q: (b) What is the average rate of change in the size of the tumor during the first two months? Round…

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Q: The edges of a cube increase at a rate of 5 cm/s. How fast is the volume changing when the length of…

A: Solution:- The edge  of the cube increase at a rate of 5cmsec let the edge of the cube =a =10cm⇒da…

Q: m3 Find the rate at which the min 5. A trough, 6 m long, has the cross section shown. Water flows in…

A: Given: Length of the trough is 6 m. Rate of water flow in is 0.3 m3/min. To find : Rate of water…

Q: Consider a ladder sliding down a wall as in the figure. The variable a is the length of the ladder.…

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Q: Sove: dy Chapter 2 +9 dy ー9ス e %31 COSTA.

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Q: * Wreite down the algoreithm by siinpsonis3 rule fore solving dx.

A: Step 1: Divide the interval into subparts with  h=b-a2=8-22=3 Step 2: Then find the iterated values…

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A: The liquid is flowing in at the rate i.e. dvdt=2 m3/min. We have to find the rate when the liquid…

Q: Consider a ladder sliding down a wall as in the figure. The variable a is the length of the ladder.…

A: We will solve the following.

Q: At 1:00 P.M., oil begins leaking from a tank at a rate 2 + 0.54t of gallons per hour. (Round your…

A: At 1:00 P.M., oil leaking from a tank at a rate of 2+0.54t gallons per hour.

Q: The side of the equilateral triangle increases at a rate of 2m/sec. Find the rate at which the area…

A: Write the expression for area of equilateral triangle and take the derivative of it than put the…