ul TEW 9:44 AM Retake Done Question 6: (x3-8) (x-2) Find the value of lim (a) 6 (b) 4 (c) 8 (d) 12 (e) 2 DRotate S Undo

Q: a) lim -Vx+7 2-x x-2 b) lim x+1 Show your work

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Q: sec x -1 lim -

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Q: 3- Vx Determine lim- x+4 x-9

A: Given limx→43-xx-9

Q: Find the limit.

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Q: 1. Consider the function f(, y) 2y (a) Show that lim (x,y) (0,0) f (x, y) does not exist by using…

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Q: 2х + x 1. lim

A: Consider the limit  limx→02x+xx

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Q: x + tan x 2? — 5х — 14 - (а) lim x0 3x + 4x² (b) lim (Do not use L’Hospital rule in part(b)) x7- x2…

A: Using rules of limit's.

Q: 7 arctan(x) Calculate lim 0 x3 + 6x

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Q: 21: The final value of :* lim (In(x))?

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Q: lim (х — Vx? + х

A: Consider fx=x-x2+x. Simplify the above function. fx=x-x2+xx+x2+xx+x2+x=x2-x2-xx+x2+x=-xx+x2+x

Q: 1. lim 13m45 – 6m12 + 100m - 42 x2 - x-6 2. lim I-2 x2 – 2 6 - x + 3x2 3. lim 2л - 4

A: 1. limm→∞13m45-6m12+100m-422. limx→-2x2-x-6x2-23. limx→-∞6-x+3x22x-4 Note:   There are multiple…

Q: 2z-i Our aim is to prove that lim = 2. Which among the following options is true? Zco z+1

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Q: tan (2x) 3. 24. lim- %3D .3

A: We replace tan(2x) by sin(2x)cos(2x)…

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Q: 10-1 Q6) Find the value of lim

A: To evaluate the given limit

Q: x In x Determine lim,→∞21: Show steps clearly.

A: Determine the limit

Q: S=S(x)=9/2+10+x/4, x>=4, Find limx->4^+S(x), Find limx->10 S(x)

A: Limit of the function

Q: 1+t-V1-t lim

A: To evaluate: limt→01+t-1-tt   if we substitute t=0, we get 00 (indeterminate form)   Consider…

Q: x - 25 (a) limx→o х2 — 4х — 5 х2 — 25 (b) limx¬5 х2 — 4х — 5 x4 + 5x3 + 6x2 (c) limx→-2 x²(x + 1) –…

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

Q: 4 Find lim х — 4 Væ – 2 x→4

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Q: 3 x' tan (x) lim - 3 4x* + 2х-1

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Q: lim In(x+3) 4) 1

A: Evaluate :     limx→∞ln3xlnx+3

Q: bounded on (0, 1), then lim f

A: In this question, concept of Continuity is applied. Continuity For a graph y = f(x), continuity can…

Q: 2. The limit lim 10х — 2 -

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Q: 2t – 1 Evaluate lim,, tan-1, e> - t - 1

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Q: 5-V4+3s lims→7 7-s

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Q: 1 lim x-5 I. Find

A: For x->5^+ , x-5 -> 0^+So denominator equals to 0.We can not find the limit by plugging the…

Q: Example 48 lim,→∞(Vx² +x – Væ² + 5) =?

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Q: Н.W: 3 lim x*-2x2-8 1-x2 х2-4 3- lim V3x-3 X-3 2- lim (1+x)2-1

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Q: using L'Hospital's Rule, what is limx->1+ (1/x-1) - (1/lnx)

A: compute the limit as follows.

Q: your a ;) lim x4+メーLo メ→。 i) lim 左十 \im tメーLo X→-∞ iii) \m 4a(a+)しメー2)しメ+ム) メ→ ○

A: Since you have asked multiple question, we will solve the first 3 question for you as per our guide…

Q: 4. Suppose an object with initial velocity vo = 0 ft/s and (constant) mass m slugs is accelerated by…

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Q: limx²+x+I -| Glim 5-x? 5-22 - 2 ズー1 lim -6 -1

A: 4) limx→0x2+x+1-1x00 form=L'Hlimx→012x2+x+1(2x+x+1)-01=limx→02x+x2x2+x+1=0

Q: lim cob lo) -の

A: Given : limθ→-∞cosθ3θ

Q: 1. lim(8 - Зх + 12х?) x-2 6+ 4t 2. lim t--3 t²+1 2x2-17х+8 3. lim x-8 8-х

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Q: 7 lim 『ストフ-2 X + 3 メy-3-

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Q: ure E-S theorem to prove the following lim (9x+5) = - 32. x→3

A: Here we will evaluate the required value.

Q: 5 15 lim z00 10 x13+26 x15 Number Show your work and explain, in your own words, how you arrived at…

A: L=limx→∞(5x1510x13+26x15)dividing N and D by…

Q: Find the limits

A: Find the limits

Q: 1 - x², 8. a. Graph f(x) = 12, b. Find lim,→l+ f(x) and lim,→1- f(x). c. Does lim,1 fx) exist? If…

A: Given function

Q: x' -x+1 Evaluate (iii) lim 5x' +7 and show work

A: The given limit can be evaluated by taking x3 as common from numerator and denominator

Q: Atan (2a) 122sin(3z) | 8 3 Find Lim x-0 Select one:

A: Limits

Q: Along the path x = e" find y +4xy lim (х.)- (1,0) Зх — у -3 does not exist O -2 -3 2 0 30

A: Explanation of the answer is as follows

Q: 3] x+8 - 2 i lim

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Q: 1 x |=? Use L'Hospital's Rule 4 lim- 5 arctan -4 arctan 5 xVx

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Q: Q show that lim %3D メ→ 0-1

A: We have to show that limx→0.11x=10 L.H.S : limx→0.11x           =10.1               (plug in the…

Matrices

‘Matrices’ is the plural form of the word matrix, and it is basically a spreadsheet in the form of a box. In mathematics, various functions can be carried out with matrices. Generally, a matrix comes in the shape of a square or rectangle. The elements are distributed horizontally in the form of rows, and vertically in the form of columns.