77. 2t - t2 - 4t + 2 |

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A: If the function is indeterminate forms that is  limx→af(x)g(x)=limx→af(x)limx→ag(x) and limx→ag(x)≠0…

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A:

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A: first do using log properties for simplification. log(y) ^2=2logy

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A:

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A:

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A: Rewrite the given equation.

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A:

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A:

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A: Given 8-2e-x=4We have to find x

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A:

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A: Explanation of the solution is given below...

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A: According to the given information, we have Var[x] = 0.4

Q: - 2 4 X-4 1- x

A:

Q: If f(4)=2 then f-1 (2)=?

A: Given, f(4)=2-------(1) We have  f(a) = b => a=f-1(b) -------(2)

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A:

Q: 10. y = 3x + 2 4 -6-5-4-3 -2-1 0 1 2 3 4 56 -2 -3- -4 46

A:

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Q: а) (Зx)-2 x- b) 3x-5 3x-5 c) (2x4)-3 |d) (5х*) -?(10х5)

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Q: -6 y = x³ - 15 x -A -2 (-4,-4) y 20 10 - 10 - 20 2 (4,4) 4 y = x 6 X

A:

Q: if f(13)=-6 then f^-1(-6)=?

A: Consider the given function.

Q: x= (-1 - 4) (2-7)

A:

Q: 25) -x² + 6x + y – 6 = 0

A: According to our terms and condition i have solved question 25 for next two question please repost

Q: 5. x- 81 6. 3x² - 27 7. x³y - 25xy²

A: I am going to solve the given problem by using some simple algebra to get the required result.

Q: 3x-2 25. f(x) 25x - 36 =- -5x+4 *+7x+6 26

A: We will solve the following

Q: ) 2r+4.5(25-x)=25 -유y- 4 =-22

A:

Q: Find f-1(-6). -10 5 y 10 5 5 -10- 5 10 X

A:

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A: We will solve the following

Q: 21 -8- + 2r3 2r3 3 -4 3r + 6r2

A: Given 2 x1 - 6 x3 = -8 x2 + 2 x3 = 3 3 x1 + 6 x2 - 2 x3 = - 4  Now we will write given information…

Q: solve

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Q: x-4 X-5x+1 Х y=- , a=8

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Q: 2 Evaluate , w - 5 +f when w = - 3 and f = 8. 3

A: topic - functions

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A: we have to tell the expression is equivalent to which of the given expressions.7x-3x+2

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Q: 3 - 5X IF X 7

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Q: what is x when 16(200/79.2)^2(tan(x))^2-400tan(x)+7+16(200/79.2)^2=0

A: Consider the given equation and make suitable substitution as follows.

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A:

Q: x² + 5x ,if x -5 х — 5 |

A: We will check the continuity of the function at x = a using the definition of continuity. For a…

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A:

Q: (4) S . Hint: = | (-). (x²2. -4)² (교2-4)2 %3D x+2

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A:

Q: 4x - 8x - 192 [x) = X - 14x + 48 - 7,f(– 7)) = (9,f(9)) = (7,f(7)) = _

A: