5 sin(0) – cos(0) dO Evaluate: со

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A: The objective is to solve the above question.

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A: Solution: P(1 , -3 , 5) (2 - x ) = (y+1)/2 = -z/3 = t

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A:

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A: period

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A: To find out the definite integral.

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A: We need to evaluate :

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A: We need to nd which set is more dispersed.

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A: In this question we have to find the area enclosed by the curves.

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A: We have to find the position function of the particle at any time t.

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A: The given differential equation is:D2-2D-3y=64xe3xWe will solve this by method of undetermined…

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Q: Find the inverse transform, indicating the method used and showing the details: 2s - 10 -5s 1. s3 3s…

A:

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A:

Q: 6s-4 82-4s+20 2et cos 4t + 8et sin4t None of the Choices Option 2 2e 2t cos 4t + 8e-24 sin4t 6e 24…

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Q: 3) lim-) 1 х-1 \x-1 In x)

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Q: Find the area K of the triangle. 60 ... K= square units (Round to two decimal places as needed.) 2.

A:

Q: A. For each of the following functions z, find and дх 2. z = tan 出一郎

A: Explanation of the answer is as follows

Q: 8 12 F dt 2.

A: Given: I=∫148t-12t3dt   As we know that; The Sum rule: ∫fx±gxdx=∫fxdx±∫gxdx The Power rule:…

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A: The objective is to find interval of convergence and radius of convergence.

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A: Let's find.

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A:

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A: Sine function :  y= a sin(bx-c) ; where, 'a' is the amplitude and 'c' is the phase shift .…

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A:

Q: e ( +5t –2) 6. 5 (s – 2) (s - 2)² O Option 3 O None of the Choices 6 + 5(s – 2)² – 2(s - 2)° (s -…

A: To find the Laplace transform of f(t)=e2tt3+5t-2⇒f(t)=e2tt3+5e2tt-2e2t

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A: integration using substitution

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A: Here we have to use linear approximation rule.

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A: L-1{ 1/(s2 +1)(s+1)} expand it  L-1 {-s/2(s2+1) + 1/2(s2 +1) + 1/2(s+1)} L-1 s/(s2+1) = cos(t) L-1…

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A:

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A: Here we have to integrate the given Integral.

Q: For the parametric equation shown below, determine the value of (dyldx) and (d?y/dx?). x= 3t? – 4t+2…

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A: integration

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A: We have to find angle between the lines L1 &amp; L2

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Q: -Sune +1

A: This question is based on solution of Trigonometric equation.

Q: 1. For each of the following, find where the curves intersect, draw a sketch of the region, and…

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