Evaluate the limit. lim 318 3n+1 (n + 1)! (-1)+2. 3n nl (-1)"+1 10 16 22 (6n + 4) 10 16 22 ... . [6(n + 1) + 4] Submit Skip (you cannot come back) = 11 I X

Q: Evaluate 3+x lim,→4 (c-4)(x+2) O +∞ O 1 8.

A:

Q: evaluate the limit.

A:

Q: Deduce that

A: To prove that                limn→∞nn2n!=0

Q: Lim X-3 x3+27 x+3

A:

Q: Find the lim 2 V 2x - O 2 O 1 None of these

A:

Q: mx + 1 1 Find m if lim x +2 x² + 1 O 3 O 2 O 1

A:

Q: EX.3: Use the M-N definition to show that lim (n - 10n2 – 6n + 3) = 0.

A: According to M-N definition, Let, an=n3-10n2-6n+3                                 ...1if…

Q: n+1 2n +3 lim 2n +1

A:

Q: V(2x + 4) – V8 Evaluate lim x→2 x - 2 O None 1 V8

A:

Q: |x + 2| lim (x + 3) I--2 x + 2

A: The direction in which the variable x goes helps to find the limit of the given function. If there…

Q: | 3(x + 1) + 6|s 15

A:

Q: xª – x² + 8x lim 5.x4 + 7 Select the correct response: 1

A:

Q: lim,-«G)* + x²+4 ()* limx--o %D 3x +1 a. -1 1 c. -3 Od. 3.

A: Given, limx→-∞53x+9x2+43x+1  We have to evaluate the limit.

Q: Determine the 3z 1 2x 1 2x 5 lim 00 O 00 2/4

A:

Q: |2x+4| lim x->-2+ √x+2

A:

Q: Find lim, 3 3 z-81 4 z-3 18 O81 O None 118

A: in first part we use the integration of xn=xn+1/(n+1).  2nd part related to limit. see 2nd and 3rd…

Q: x- 1 lim Vx² +3 – 2

A: given limit

Q: n lim n (n+1) (n+ 2)² +. .+ is equal to - (2n – 1)

A: Given

Q: x3-3x+2 lim-1 (x-1)2 12 15 18 O 3 6.

A:

Q: lim Vet6 – 2 X-2 X+2

A: We have to find the limit.

Q: Evaluate lim-5VE+4 t-1 t2-1

A: We can make it easier for you

Q: 3-√y y-9 9-y Q10. Evaluate lim

A:

Q: 1 n+2-(n- 1)+3 (n-2) +..+n 1 +2 +...+n° The value of lim is (a) 1 (b) (c) V2 (d) T-IN

A:

Q: 3(n + 1) n° + 1 lim 1; inconclusive 3n (n + 1)³ + 1

A:

Q: Which of the following is not an asymptote of * 4x² y = x²-9 Ox=3 O y = -4 Oy=4 O X=-3 ?

A: To find Which of the given is  not an asymptote of y.

Q: |z+3| Find lim z+3 |z+3| lim z+3

A:

Q: Find the limits

A: Consider the given limit, limn→∞1n+1+1n+2+⋯+12n now write the limit in the summation form,…

Q: O 8 -00 8 x² - 2x X lim x → 2- x² - 4x + 4 X→2¯

A:

Q: 17. lim n00 10n + 12 10 +0

A: Given- limn→∞n10n+12=110 To prove- The above statement.

Q: 1+312 – 12t +4 lim 13 – 4t

A: