04cm. If its heig ght . Figure 5.1

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A: Let's find. 

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A:

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A: Find your answer below 

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A: Topic:- demand and it's elasticity

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A: Topic:-  matrix algebra

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A: (a) The given series is: ∑k=1∞19k+1 Let, ak=19k+1, k≥1  

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A:

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A: consider numerator series : 3,4,5.........we can re write this as 2+1, 2+2, 2+3 ,............since n...

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A: We have to find the critical point and monotonic intervals.

Q: let

A: F(s) = (s+1)/(s+9),  

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A: According to bartleby guidelines i can do only 2 questions for more answers please reupload other qu...

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A: Given query is to find the value of A for which average rate of change will be equal to instantaneou...

Q: – ydx + (x ++ Vy )dy = 0

A: Given that Diffrancial equation-ydx+x+xydy=0Solution:-ydx+x+xydy=0x+xydy=ydxdxdy=x+xyydxdy=xy+xyydxd...

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A: Please refer to the image below

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A:

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A: 2nJn (x) =x[Jn-1 (x) +Jn+1 (x) ]

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A:

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A: We can find the answer as below using the properties of integration

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A: This question is based on antiderivative of function.

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A: Perform integration

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A: Note: - “Since you have asked multiple questions, we will solve the first question for you. If you w...

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A:

Q: 1\ x² – 12 x + 6 / 2х + 8 lim

A: To evaluate: limx→-62x+8x2-12-1xx+6

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A: We have to find solution of given integral.

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Q: k=1 1) Your answer is incorrect. Try again. This series can be rewritten in which way? 43 7 k=1 k-1 ...

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Q: x3 – 1 When you evaluate: dx The sum of the coefficient of for any constant n is 16 7 (c) None of th...

A: We know that; The Sum rule: ∫fx±gxdx=∫fxdx±∫gxdx The Power rule: ∫xndx=xn+1n+1+C ; n≠-1   Given: I=∫...

Q: Me

A: ∑n=9∞  1n13-2 comparing with ∑n=9∞  1n13limn→∞ anbn = limn→∞  n13n13-2= limn→∞  11-2n3= 1lim &gt; 0 ...

Q: Determine whether the series converges; if so, find its sum. Otherwise type N in the blank. 1 k(k + ...

A: Given:       ∑k=1∞1kk+2  The series converges. Rewrite the term:       ∑k=1∞1kk+2=∑k=1∞-12k+2+12k

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A: Given :y'-2xy=x2ex

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A:

Q: III. Find the maximum point, minimum point, and inflection point 2. y = x* - 2x? +3

A: This question is related to Functions, we will solve it using differentiation. 

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Q: Determine the value of , f(x)dx given that f(x)dx = 3 and f(x)dx = 8.

A: Question no. 2,Given,           ∫52fxdx=3 and ∫59fxdx=8To find : Determine the value of ∫29fxdx.

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A: