nx +1 If lim = 9, find n. x→+∞ 1

Q: 20. lim_ v3 – x x→3-

A: We have to find the limit

Q: 5. Evaluate lim sin(x)-(x² +3x– e*). 1-0

A:

Q: - «) lim (2 – ez x→0

A:

Q: 42t lim t+0 4 - 1 - 1

A:

Q: 1S 章テ(メ) H+3x寸hen lim トーつ0

A: the objective is to find the derivative of the given function by using definition of derivative

Q: 2.y lim (x.y)-(0.0) 12x- Show that does not exist. -1ly

A: We will show that limx, y→0, 02xy212x2-11y4 doesn't exist. One path: (along x=0)    limx, y→0,…

Q: Q4: A) solve: 1+xsin 1) lim- y0 1+xcos sin 2) lim -2m 20-4

A: Note: We are entitled to solve only one question at a time. To Find: i. limy→01+xsin1x1+xcos1xii.…

Q: Q3) Find: (1) lim, 1+cos 2x (2) limx→-2- (x + 2) |4-x²| 2-x

A: Q3)1Here, we need to calculate the limit of ,limx→π21+cos2x4x-π2

Q: will lim n-00 In(x)dx lim fn(x)dx?

A: Given that, fnx=2n2x;x≤12n2n1-nx;12n<x≤1n0;1n<x where , fnx on 0,1 It is possible to take…

Q: b) If x sin x 2 - 2 cos x hold for all values of x close to zero. Find limx0 xsinx ? 2-2cosx

A: Given, limx→0xsinx2-2cosx

Q: lim - 1, avx + 3 – b x - 1 lim If score А. 4 D. В. 2 С. 1 E. -INI14

A:

Q: 2x 14x + 20X Limits. Evalute lim X-5 rounded to 4 decimal places x2 - 6x + 5 O 0.1333 O 1 O 0.5 O 2…

A: We can find the limit as below.

Q: Evaluate: lim, 0 sin 2t t³ (t-1)²

A:

Q: 4. lim logz(x? + 2х + 1) X→3

A: Given, limx→3log2x2+2x+1   The objective is to evaluate the limit.

Q:

A:

Q: 3 k3 -ル+} (my)0, t) 4 +n -y lim

A: Given that  Limit

Q: 4.x 2x 7e lim 1- e4x

A: We have to find limx→∞ e4x-7e2x1-e4x.

Q: If you initially invest $1 at an interest rate of 2% compounded n times per year, the value of the…

A: NOTE: Refresh your page if you can't see any equations. . the given formula is  now apply limit

Q: 4 Find lim х — 4 Væ – 2 x→4

A:

Q: 2x + 1 If t(x) find lim,-o t(x) %3D 8x + 1

A:

Q: x2 – 4, x 3 -

A:

Q: lim,-o ([sin x]*) is

A:

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

A:

Q: 4.lim 1252x-7+2 Sーズ 5. lim e*+1 X-4

A: Let's find.

Q: Evaluate limx=0+ e(1/x)

A:

Q: 1 4. Find limx→0+ ( ) ex-1

A: Given :          limx→0+1ex-1-1x

Q: • lim In (tanx) -Lーえ • Lim V9x* + ax 2 4x-1

A:

Q: x+y lim In ху (xy)-(1,1)

A:

Q: |x² +1 if x 0 x→0

A:

Q: Q3) Find: (1) lim, V1+cos 2x (2) lim-2 (x+ 2) 14-x2

A:

Q: Find the limit of the equation.

A: Evaluate the limit

Q: 2. (a) lim T-cos e (b) lim. -70 In R tim (0) メーール

A:

Q: 5. lim (ex – V2x) x→0+

A:

Q: -11x lim I+00 11 + 2x -1 6x – 12 lim 1-00 r3 + 9x – 14 ,2 lim x→0 12 – 15x? V2² + 15x lim 5х — 13…

A:

Q: nx + 1 If lim エ→+0 = 9, find n. 1 %3D nx -

A:

Q: 1x+21 Ex.2: lim ダー→ -2 (x+3) x+2

A: limx→-2-(x+3)|x+2|x+2

Q: lim In(10x) x-0t

A: To find the below right-hand limit.

Q: 5. Show that lim –nx² e dx = 0.

A:

Q: 399. [T] lim e(x - 1) x-1 x-1

A:

Q: lim, S(x), given 7-4x. x < 1 S(x) = { %3D x² + 2 x 21

A: Given: fx=7-4x,  x&lt;1x2+2,  x≥1

Q: Step 3: Expand. dx = lim x6 dx IN lim lim Submit Skip (you cannot come back)

A:

Q: 22) Find lim -5 e-2x+6 .given e =2.7 and e0 = 1. = %3D X 3 A) -13. 5 В) - 2.7 C) 0. 0 D) -5.0

A:

Q: 9 – y². |-(16 * 10)x – (4 * 10) lim . -] + lim y--33 + y x + 10 x--10

A: Given,            limy→-39 - y23 + y + limx→-10-16*10x-4*10x + 10

Q: 1 – sec(2x) 6. lim x→0

A: Topic:- limit calculation

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

A:

Q: Evaluate

A: Our Aim is to evaluate the limit given below:-limx→0tan (2x)x-(i)