Lim    4 - x2      x →2   x + 3 (b). Lim   4 - x2      x →2   x - 2 (c). Lim   1 + 8x + 6x3      x →∞    x³ + 7x² (d). Lim    x +6x3      x →0   4x + 7x²

Q: 2x3-5x2+x+6 (b) lim 7x3+xー32

A:

Q: Evaluate V(4z + 12) – 6 lim 3z- 18 None

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Q: Domain of:  Csc(x)+2

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Q: lim,-2 3x? – x – 7 |

A: Applying limit property

Q: Let f(x) = 3x2. Find f(3 + h). f(3 + h) = Find (3 + h) – f(3) h f(3 + h) – f(3) Compute f'(3) by…

A: Given; f(x)=3x2

Q: Lim (x?-zx+3) メーフト 2こ

A:

Q: lim √64x2+2-8x) X18 =

A: Solve

Q: B. lim x-00 8x47x² +50 4x4 100x³ + 13x

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Q: 9x2 + 8х — 7 lim 4x

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Q: F(x)= -3x+12/x²-3x-4 explain how do you get the domain

A: The domain of a rational function includes all real numbers except those that cause the denominator…

Q: lim x→−6  2x2 + 11x − 6 x2 − 36

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Q: 1/3(x+4)-5/6(x-3)>1/2x+1

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Q: 2 v2x-x2 XY xydydx 0 0

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Q: x30

A: Given : X3< 0 and y3>0 To find :  The correct quadrant for this condition

Q: 9x4+3x +2 lim 4x3 +1

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Q: 1 a zero of f(x) = 4x – 5x² – 3x + 1? Explain. Is 3

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Q: 6x + 5 lim x−152 – 6 -

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Q: O lim 5x+ 2 4x2-1

A: First we put the given value and find of the limit exists or not and then we can apply the L…

Q: lim У-у-г уг -30+2 зу Уже

A: We have to findlimx→−2

Q: For each function, determine whether it is a polynomial function. (a) (b) Function (d) v(x)=-2+4√x…

A:

Q: = 2x + 4 and g(x) Let f(x) = After simplifying, 6x3 (fg)(x) = = +22x². = +4 3x² + 5x. X

A: Given: fx=2x+4, gx=3x2+5x For any given two functions Px and Qx Function PQx is given by PQx=Px.Qx…

Q: X 1 x-2 x-1 + 11x - 20 x² 3x + 2

A: To find: Value of x

Q: 17x + 12x3 Calculate lim x+o -200x + 4x3

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Q: EVALUATE

A: ∫ x-3x-1+x2dx

Q: x3~8 X4-16 2

A:

Q: Find domain of y = x2-7x+10 x2-3x-5

A: Given, y = x2-7x+10x2-3x-5  We have to find the domain of  y = x2-7x+10x2-3x-5

Q: Find the * -8x2-6x +4 lim x- 4x4 + 9x3 - 8 О 1/2 O 2

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Q: Vx2 + a? lim Væ2 + 62 Væ2 + c2 Væ2 + d?

A:

Limits

When it comes to calculus, limits are considered to be a very important topic of discussion. The main importance of limit lies in expressing the value of a function as it gets closer to a certain value. Also, limits can help you to understand other topics, such as continuity and differentiability better. In a broader sense, every calculus notion is a limit. Other branches of calculus have also been derived from limits.