Use the simplex algorithm to solve the following problem (Use tableaus) max z = x, – 2x2 + x3 s.t. х, + 2x2 + 3x; S 12 2x1 + x2 – X3 56 -X1 + 3x2 < 9 X1,X2, X3 2 0

Q: J (x? — 4х + 4)10 dx

A: SOLUTION-

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A:

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Q: 4. Show steps and find -9x²-9x-4 x³ - x 3 √⁹x² - dx. 3

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Q: 38 a Complete the square for x² – 8x + 25. b Hence find 2x +7 dr. x² - 8x + 25

A: To complete the given square and to evaluate the given integral.

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A:

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A: given

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A: Consider the given data: subgroup Xave Xh XI 1 19.87 22.10 18.70 2 18.08 21.20 17.26 3…

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Q: -2x+ 4 3) (12 + 1)(x – 1)2a: | + 1)(z – 1)2da

A: We will solve the problem

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A: Since you have posted a question with multiple sub-parts, we will solve the first three sub-parts…

Q: Multiply (4x + 5)(4x – 5) O 16x2 – 40x + 25 O 16x2 – 32x + 25 O 16x2 + 25 O 16x2 - 25

A: Formula we use. (a+b)(a-b)=a²-b².

Q: If P = 7x +7x +8 and P2 = 2x - 3x-4 then 2P + P2 = %3D O 16x? + 11a + 12

A: P 1=7x2+7x+8 and P2=2x2-3x-4 Then 2P1+P2 =2(7x2+7x+8)+(2x2-3x-4) =14x2+14x+16+2x2-3x-4=16x2+11x+12

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A: Given  y = 2x2+2x-1x2+3x-10 To find the domain of the above function, we have to find the value of x…

Q: Indicate the least integer n for which (3x6 + 2x2)(x3 + 3x) is O(xn).

A: Solution:-

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A: we know that the difference of two squares is a2-b2=a+ba-b

Q: If p = 4x³ + x² + 2x + 5 and          q = 6x³ + 3x² + x + 2  Find ||p||  and ||q||

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Q: label the  polynominals of X2 - 18x + 32 =0

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A:

Q: find the missing P and Q (x+P)(x+7)=x2+15x+Q

A: Given

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A: We have to express  x2+6x-1 in the form (x-m)2+n.

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A: We need to simplify x4+5x2+5x+27x2+3. So,…

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Q: If Q(x) = 7x³ + x and R(x) = 6x – 7x², find the following: %3D a) (Q – R)(x) =|| %3D b) (Q * R)(x)…

A: Given: Qx=7x3+x, Rx=6x-7x2 For finding Q-Rx,we substract Rx from Qx