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Q: 14. Determine the constraints a and b such that f(x) is continuous for all values of x. [6 Marks]…

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A: Dear Student,   As per our guidelines we can answer only first three subqustions. So kindly resubmit…

Q: Please solve and show all work.

A: The answers have been provided.Explanation:

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A: So no. of the elements of order 2 has to be odd.Explanation:Step 1: a = at ein ide">

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Q: C - 3 [2 [00] Consider the ordered bases B = (621) and (2) [ -5 = 5 3 for the vector space V of…

A: i have attached  one pic for answer and and one  explanation. Explanation:detailed explanation

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Q: ·(s²+a²)²

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Q: 14. Establish the identity below using a combinatorial proof. 3 n 1 - 2 n - (2) (2) + (¿) (* 2³) +…

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Q: Explain each step of this proof that C(5, 5) + C(6, 5) + C(7, 5) = C(8, 6): Proof. C(5, 5) + C(6, 5)…

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Q: Problem 1. Let Ao be the collection of admissible functions on [a, b], i.e., A₁ = {v: [a, b] → R |…

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A: [2].

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Q: refer  to  image  below.

A: Area of the triangle is 63.5 .Explanation:

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Q: Solve the following D.E: 1. dy dx = 6y²x 1 ‚y = , x = 1 25

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A: Evaluate , where  is the region bounded by  and .

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Q: Suppose U and W are finite-dimensional subspaces of an inner product space V. Prove that Pʊ Pw = 0…

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A: Solution attached.Explanation:Step 1:Step 2:Step 3:Step 4:

Q: Math 152 Week 12 Workshop Problems 4/1/24 Write up your solutions to each of these problems on a…

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Q: •S[x] = − 6” rt₁ x + x dt 10 1+x+x Show that the Euler-Lagrange equation for S[x] is given by 2+3x+x…

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Q: 1. (a) Find the first 5 coefficients a0, a1, a2, a3, a4 of the power series expansion at zero y(x) =…

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