2F₁ (a,b; b-a+1;-1) = T(b=a+1)T b r(+1) r(2-

Q: t| x7+4-3=

A:

Q: ii Sketch y = f(x), y= f¯'(x), and y = x _on the same set of axes.

A:

Q: Q2 (2x - 1)(x+2)

A: Let,the given expression is

Q: f (x) »J3+X and glta)- 4-5x ?? D) (gof)16) ??

A:

Q: Find if y dy et 2а?+3я — 2 -

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Q: If possible, write -4 – 2x – 3x as a linear combination of x - x?, -a? and 1 + x². Otherwise, enter…

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Q: 4a(7a²-5a-7)+8a³+4a²+4a-15 For a = -3

A: To evalaute the value of given expression at the given value of a.

Q: If x? + 6x – 59 = (x + A)² – B² , then the value of A is

A:

Q: find X fox 2e- -3=0 5 e

A: the given equation is: 2e2x-5ex-3=0 we have to solve the given equation for x.

Q: (D² + 4D + 8)y = 1 - 3x

A:

Q: D² + 6D + 8)y = 12xe-4*

A:

Q: x2 + 8x + 16 = 0, then what is x?

A: The given equation,              x2+8x+16=0

Q: Nx²+ xy + N9-ny 3D0

A:

Q: (2x+3)(x-1)

A:

Q: Determine all values of the constants a0,a1,a2, and a3 such that x3+2x =a0P0+a1P1+a2P2+a3P3.

A: We are given the following equation: x3+2x=a0P0+a1P1+a2P2+a3P3 Our aim is to find the values of all…

Q: 6x1 + 7x2 = 3 - 7x1 – 8x2 = -2 Ex: 42 X =

A: Multiply the first given equation by 7 and the second given equation by 6 , then add both the…

Q: 5t +1 :. Find the domain of P(?)- -t² -8t

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Q: the constants c1 and c2 such that: (3;5)=c1(1;-2)+c2(2;-3)

A: Given (3;5)=c1(1;-2)+c2(2;-3)

Q: 1. dx x2 + 6x + 10

A:

Q: Express as a polynomial. (r 2 + 8r - 2-)(r 2 + 3r - 1)

A: Given expression:                         (r2+8r-2)(r2+3r-1)

Q: 1. Find (A-1 B-1), If 0 -2 1 A = [] and B = [ [²4] 0

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Q: X=34-3 X=2-2y (-3,0) 12,07 y = 2X-4 -4 49-3

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Q: 4x) = -2x* + 8x - 10 0 f-4)

A: To find value of a function at a point x= -4 , replace x by -4.

Q: Find det(B)

A: Given that: det-1A-1=-5=detA3B-1T-1A-1=-5=A3B-1T As we know, detkM=kndetkM and detM=1detM-1. (Here,…

Q: 5 (b): Evaluate:

A:

Q: x+7 dx. egral: | x² - x-2

A: To find the integration

Q: w (x) - 2x² + 5x + 3 X-1

A:

Q: x²+y²+6x-1=0

A: Given:      x2+y2+6x-1=0

Q: 12x+x² 2.

A: Given that, ∫dx2x+x2   As we know, 1+tan2x=sec2x ddxsecx=secxtanx ∫secxdx=ln|tan(x)+sec(x)|+C

Q: Find the linear factors of 2x²-y-x + xy + 2y - 1.

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Q: of dx forf = 3x² y² – 4.x³ y Q2. + -

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Q: xdy + (2x²y+4x² – y – 2) dæ = 0

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Q: qx-5=(3p-2)x-2r find x in terms of p q and r

A: Solved below

Q: What are the zeroes of y =x- 1x - 20?

A: Solution:-

Q: - 4y - 25 > 2y + 17 What is y?

A:

Q: dx x² - 4x + 13 X

A: Given  ∫dxx2-4x+13To find integral:

Q: d [(9p5+ 16p-8) 15] = 15 (9p³ + 16p-8) ¹4. (45p¹+16) dp True False

A:

Q: -12x²-4x+2 Find the discriminant

A: -12x2-4x+2 Comparing with ax2+bx+c, we get a=-12,  b=-4  &  c=2.