Calculate the Riemann sum 𝑅(𝑓,𝑃,𝐶) for the function 𝑓(𝑥)=𝑥, the partition 𝑃={1,1.3,1.7,2}, and the sample points 𝐶={1.1,1.5,1.8}.

(Use decimal notation. Give your answer to two decimal places.) 𝑅(𝑓,𝑃,𝐶)=

05/08/22

Integrate this problem

∫ x4(x5+3)7 dx

Finding the divergence

Find the divergence of F-> (x, y, z) = < xcos−1y, z/ (y2 + 1) , 3xz2 + 2y > at (2, 0, −1).

05/05/22

Please someone help with this question. A and B are independent events. If P(A) = 0.65 and P(B) = 0.70. Find the P(A and B). Leave your answer exact.

A and B are independent events. If P(A) = 0.65 and P(B) = 0.70. Find the P(A and B).

fraction decomposition

set up the partial fraction decomposition for f(x)=1/(x)[(x+2)2](x2+1)[(x2+x+1)2]. do not attempt to actually compute the constants

05/01/22

How to solve this?

Verify the identity,(sinx +cosx)2 /(1 + 2sinxcoxx) = 1

04/30/22

put the equation

put the equation y=x^2 +14x+40 into the form y=(x+h)^2+k

04/28/22

the function f is not differentiable at x=5 which of the following must be true

the function f is not differentiable at x=5 which of the following must be truef is not continuous at x=5limit as x approaches 5 f(x) does not existlim as x approaches 5 (f(x)-f(5))/(x-5) does not... more

04/28/22

integration using substitution

If you wanted to transform the antiderivative∫ sin^4 x cos x dxUse your choice to transform the problem. Write your answer in terms of u:∫_____________

04/28/22

integration using substitution

If you wanted to transform the antiderivative∫(x + 1)√x + 2 dxUse this choice to transform the problem. Write your answer in terms of u:∫________________

04/27/22

Convert to rectangular coordinates. Use exact values.

(7,3𝜋/2)

04/26/22

Decide whether the given integral converges or diverges.

(a)Decide whether the given integral converges or diverges.+∞∫9/x^1.5dx1(b)If the integral converges, compute its value. (If the integral diverges, enter DNE.)

Use the discriminant to determine the number of solutions of each quadratic equation.

6𝑥^2− 2𝑥 + 4 = 0 I came up with two, i just need to verify that i am completing this correctly before i move on and make a fool of myself.

Are there power series which diverge everywhere? If so, exhibit one. If not explain why it cannot happen.

Are there power series which diverge everywhere? If so, exhibit one. If not explain why it cannothappen.

internal of convergence of a power series

Determine the interval of convergence of the power series which is the sum from n=0 to infinityof the terms an=[n(x+2)n]/(3n+1)

04/23/22

Determine the constants is continuous at R

Determine the constants a and b so that the function f(x) below is continuous at Rax^2+b/x-2, x<22-3x, x≥2

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