Qlestimate the valne of tanLims from the following table using most proper interpolation formula to 15 y=tanty) 0.010.0875 0,176 2679 20 25 0:36h0 o4663

Q: 15. 4 DETAILS Determine the quadrant in which 8 lies. sin(8) <0, cos(8) < 0 01 I LARTRIG11 1.4.020.…

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Q: 15.88-7.0+2.12 sin (in degrees) e. 8.9076 g. 7402 20.0X 6680+23.1

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Q: Compute - [In(4x² − 3)] d dx Note to type in a fraction it should look like (a)/(b)

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Q: Evaluate the following (a) L{e2t I coshr di}

A: By Laplace transform properties,                           ℒtnf(t) = -1ndndsnℒft From Laplace…

Q: find the donmain of the following fanetion. us Vatio test tanction fex)= ()"thtl (1)"

A: Given

Q: 285. 10 [(1 - cos ³0) e) cos²0 sinode

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Q: p ( χχ215 < c  ) = 0.995

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Q: 1 Let cos A = with A in QIV and find V10 sin(2A) = Preview

A: Please see the answer below

Q: Evaluate

A: Given: ∫1∞1-xe-xdx To solve the definite integral first simplify by open the parenthesis.…

Q: 5.67. If the geometric mean of two observations is (1/n) times their harmonic mean, prove that the…

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Q: vin'x dx

A: Given ∫sin4(x)dx

Q: 6.5.8 Example H The equation 2yk V1– y? (6.111) Yk+1 = can be transformed into a simpler form by…

A: Given equation is  yk+1=2yk1-yk2                   (i) Eq. (i) is a non-linear difference equation.…

Q: Evaluate 2 dx Using Simpson's 3/8 Rule,taking (h=0.2). Answer:0.80674

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Q: sinh x + cosh x)ª= e4x

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Q: Evaluate the follocaing inde finite integrals using Substitution me thod . O Ssec (3x) tan (3x)dx

A: Explanation of the answer is as follows

Q: Using the joint pmf for X and Y below, what is P(2X-Y>0)? 1 Total 0.8138 0.0192 0.8330 1 0.1152…

A: If Z=2X-Y. The all possible pairs of (X,Y) and the value of Z are: (X,Y) Z=2X-Y (0,0) 0 (0,1)…

Q: Sind gofa) r fig4) ) and Dgofce) メー

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Q: Evaluate Inx 10 X 7 In x 10 dx = x dx. (Type an exact answer.)

A: Given integral:- ∫1710lnxxdx

Q: Evaluate: (20t3 – 12t? + 7)dt

A: ∫03 (20t3 - 12t2 +7 )dt here we use rule of integration xndx = xn+1/(n+1) [20t4/4 -12t3/3 +7t]03…

Q: So 32 (z + 4)° da = 5120 %3D Select one: O True O False S sin4a da = 4 7/3 7/12 %3D Select one: O…

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Q: 9.6 Let G=D4 and let H= {e, fg}. Find the right cosets of H in G,

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Q: 0.00096866 l,000,00) t I 6698:388

A: Given,y=0.00096866(1000000)+16698.388y=?

Q: 22ganthmic differen tiatioa to fin the serivative of «Y» e+5 ecose

A: From the given problem:   y=θ+5θcosθ   Now taking on both sides log.   So,…

Q: DIfferentiate the following fuh ction with respect to K In X %3D Sin a

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Q: S Si dydx %3D 1-r

A: To evaluate the given double integral.

Q: G:2 Approximate the sel of K= Sin xo upto 4 decimal places by using Nedu'ton methed

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Q: The following s a list of 6 measurements. 13, 18, 16, 7, 7, 12 Suppose that these 6. measurements…

A: According to the provided information, the list of measurements are: 13, 18, 16, 7, 7, 12

Q: What do you mean by 'Probable Error' and 'Coefficient of determination' ? Prove that 'r' is…

A: probable error is the coefficient of correlation that supports in finding out about the accurate…

Riemann Sum

Riemann Sums is a special type of approximation of the area under a curve by dividing it into multiple simple shapes like rectangles or trapezoids and is used in integrals when finite sums are involved. Figuring out the area of a curve is complex hence this method makes it simple. Usually, we take the help of different integration methods for this purpose. This is one of the major parts of integral calculus. 

Riemann Integral

Bernhard Riemann's integral was the first systematic description of the integral of a function on an interval in the branch of mathematics known as real analysis.