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A: Draw a number lina and place 2/4, 1/2, 7/8 on a number line
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A: 3) PANIS
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A: We will use the definition of derivative to find r'(1) as shown below
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A: Sine we are given with multiple number of question answered according to the guideline.
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A: Solve these question by differentiation method.
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A: Given problem:- Find the measure to the nearest tenth of the unknown angle given a = 8, b = 13 , c =...
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A: This question can be solved using the concept of integration by substitution.
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A: The given integral, ∫3cos3x-11-sin2xdx
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A: The magnitude of -1+i is = r=-12+12=1+1=2. Angle is = θ=tan-1yx=tan-11-1=tan-1-1=3π4. So we can writ...
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A: For the solution follow the next step.
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A: NOTE: Refresh your page if you can't see any equations. . here we have
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Q: x!/2 on the interval [1, 4]. Find the arc length of the curve y 2x3/2
A: This question is based on application of integration. With the help of formula of arc length we got ...
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Q: Suppose 3x2 – 3x + 8 - f(x) : x (x2 + 4) Then A f(x) Bx + C | x² + 4 where A = and B %3D , and C =
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Q: Given that lim f(x) = - 2 and lim g(x) = 3, find the following limit. X3 X-3 lim [7f(x) + g(x)] X-3 ...
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A: NOTE: Refresh your page if you can't see any equations. . take integration ...............(1)
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A: inverse
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Q: (2 3 4) 9. Find adjoint A for the matrix A = ( 5 6 7 \8 9 1 '5 3) 10. Find the inverse of matrix of ...
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Q: Thus, the graph of f(x) = 4 cos(X) (x, y) = ( ) (smallest x-value) (х, у) %3D ( (x, y) = ( ) (larges...
A: We will find the points as shown below
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Q: Let f(x) = |r|. The derivative of f at r = 0: Question 1. a) Equals to ±1 b) There are infinite poss...
A: Given, f(x)= |x| Finding the derivative we have, df/dx= d(|x|)/dx f'(x)= x/|x|
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A: according bartleby guideline i have to done only first question
Q: Find the largest valuc of integer value ofk such that 1 (24 - 1) < 900. 5+7++
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- Compute the approximation of the integral -4 to 4 e^(-x^2) using right endpoints with 4 rectangles; you do not need to simplify fully or fine the decimal approximationCompute the integral ∫dx / 5sinx+2cosx+2.a. Determine if in this case Fubini's theorem can be applied. b. Evaluate the double integral
- Using the Extended Cauchy Integral Formula compute:Prove that Coth-1x = 1/2 In (x + 1 / x - 1), x > 1 Hence or otherwise show that (i) Coth-1( 1 + 2tan2u ) = -In sinu (ii) the integral of e2coth-1 dx = x + 2In(x - 1) + kexpress the integrand as a sum of partial fractionsand evaluate the integrals. ∫ dx/1 - x2