2ly² - 4y + 5x = 21 FIND Y'

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Q: 43. Show that √(x) = {2²2 ²+ 2x, [x² +1, x ≤ 1 x > 1 is continuous and differentiable at x = 1.…

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A: Given matrix A=2-3501-3002

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Q: 3. By y = definition, find the derivative 2x 3x + 4

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Q: Given q(x): -8+√/114 10 Select the correct answer below: 8+√114 10 -5x-4 6x²+3 O8+√114 and 5 8+√114…

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A: If the function is continuos at a point then the left hand limit and right hand limit of the…

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Q: dentify and sketch the domain of f(x, y) = √x-y In (1 + y - x²)

A: solution is given below

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A: NOTE: Refresh your page if you can't see any equations. . subtract 8 from both sides

Q: Show that the function f(x) = |x - 21 is not differentiable at 2. We have The right-hand limit is…

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Q: A || [3 2 4 2 3 0 2 0 -2 1-3 0 3 2 57 10

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Q: lim f(x) and f(x) and lim f(x) x-(-1) x-(-1)* 2 " 09 -10 of(x) 2

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Q: Find the limit: √√-8 lim 2-64 64 Give your answer to at least three decimal places: Submit Question…

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Q: The representation of an even integer is 2k; and that for odd is 2k+1 or 2k-1 for some integer k.…

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Q: 2.) If x= 3, lim In(x+h)-In(x)

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Q: Write the Cayley table for the group U(15).

A: As per the instruction, we will be answering the first one.

Q: . Find the solution of the DE y' a. 2xy + Iny = c b. -2 /y-2lny = c c. 2xy + 2lny = k d. -2y+lny = c…

A: The given differential equation is; y'=y/[x+sqrt(xy)].

Q: Find the limit. √x² x² - 9 lim xx 5x 15

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Q: 15. d e f 9 h i a b C 'a b с de f =-6 g hi

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Q: 2. Given g(x) = 2x5 + x² where b is a constant, find the value of b if g'(2) = 180. "

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A: Given :x21-x1+x22=A1-x+Bx+C1+x2+Dx+E1+x22

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Q: Evaluate the limit. lim x →∞ 3 - cos(x) x² + x

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Q: Decide whether the limit exists. If it exists, find its value. lim f(x) x-0 -3 O-1 2 01 -1 3 2 L +…

A: From the given graph

Q: 1. Find the roots of the following quadratic equations using the prescribed method. a. 9x² +6x+1=0;…

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Q: verify that det(A B) = det(B A) and determine whether the equality det(A + B) = det(A) + det(B)…

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Q: lim √x+15 cos (x + 4) X--4t

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Q: ph are given. y 2 -4 -6 2 4 X

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Q: How would the triangle be drawn for this problem ?

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