tanx - 1 The value of lim is the same as x+ T/4 sinx – cosx 1 A lim x+ T/4 sinx + cosx В lim (sinx + cosx) x+ T/4 lim secx x- T/4 (D None of the given choices E lim cosx x+ T/4

Q: 3x+7 sin2x x+x.cosx 1- lim- x2-2 lim 2x2+x 3 - lim- x→0 2 - 00+X x→0 sinx.cosx 1 lim x-1- 1-x2 x-3…

A:

Q: sin? 0 sin 2x tan´ x 2. limøseco 3. lim 0→0 1 – cos 40 4. lim- x→0 sin 3x 5. lim -

A: Solution

Q: sin 04) find limx-2n 2x-4n S0 (x²+x+1)* Q5) lim- (r²+1)100

A: In the given question we have to find the limit of the question 4 and question 5. the question 4 is…

Q: sin 3x + ax + bx3 lim %3D x3

A:

Q: tanx The value of lim is the same as X+o sin2x 1 A lim x+ 0 2cos?x B 2sinx lim COSX В X+0 C cosx lim…

A:

Q: (+) C lim x sin sin(3x) lim- 0 sin(4x) sin (x-1) lim 1 1-x+x² -x'

A:

Q: Use series to evaluate the limits in Exercises

A: Note: Since you have asked multiple question, we will solve the first question for you. If you want…

Q: 3. lim X-0 sinx sinx-cosx 4. lim x- 5. lim x(cosx-1) sinx-x

A:

Q: (sinx -) tan*(5x) Q3/ 1)- lim, 2)- limx-0 (3sin?x -sinx +1) x sin3 (2x)

A: There are multiple question. As per Bartleby policy Kindly ask other question separately.  Given…

Q: Find the limit

A: We know that cos0=1  For x=0-, cosx will be less than 1.  So, |cosx-1|= -(cosx-1)= 1-cosx for x=0-…

Q: sin ax lim is x0 tan bx a A. 4 В. а С. О

A: To determine the value of limit   limx→0  sinaxtanbx

Q: V3x2 + 6 f) lim x+0 5 - 2x g) lim 4x2 -х + 2х x--0 x2 h) lim x-+0 1- cos2 x tan 7x i) lim x-0 sin 3x…

A: ' According to the guidelines issued by the company we are supposed to answer only first three…

Q: sin 4x What is lim X-0

A:

Q: cot2 3x lim (sec' 2x)o x-0

A: Given: L=limx→0sec32xcot23x

Q: 22. lim cos2 (x - tan x) cos 2x - 1 sin x 24. lim

A:

Q: sin 5x i) lim- x-0 sin 6x sin 3x g) lim x-0 x sin x h) lim- x+0 7x sin 6x j) lim- x-0 6 sin 3x k)…

A:

Q: Trigonometric limits Evaluate the following limits or statethat they do not exist.

A: Consider the provided expression, limx→0sinaxbx Find the limit of the above expression. Apply the…

Q: tan 3x Find lim x→0 tan 2x

A: We have to evaluate limx→0tan3xtan2x We know that limx→0tanxx=1 And Quotient rule of limit states…

Q: sin (x – 4) x < 4 Let F (x) cos (x – 4) 4< x Find lim F (x). x4+ lim F (x) = x→4+ %3D

A:

Q: tan 3(x+h)-tan 3x 11. The lim A. 3 sec(3x) tan(3x) В. 3 sec? (3x) C. sec²(3x) D. 3 cot (3x)

A:

Q: lim sin (–3 x z) = z-3

A: To find- the limit.

Q: sin(3 – x) lim x→1 x2 – 5x + 6

A: Explained below

Q: sin TX Q.3 Find the lim, 0 sin 3x

A: the given limit is: limx→0sinπxsin3x we have to evaluate the given limit.

Q: sin(cos x) limx-n/2

A:

Q: 1) lim X-2 2x-4n x(1-cosx) 2) lim х-0 tan(tan?x)

A:

Q: iii. lim (1-sin x) tan x x→ I COS cos((x - 1)) iv. lim I-0 r³3r

A:

Q: lim 15 cos() x→0+ 7x

A:

Q: tan x 2. (a) lim e →号一 (b) lim sin (tanh 3x) エ→十0

A: limx→π2-etanx

Q: sin 5z-sin 3z 14. lim,» +0 sin z

A:

Q: Indeterminate Form sin x 1. lim- x->0 x² x² + x 2. lim. xxx+4 3. lim 1 1+ cos2x 2x-1

A: Given the list of limit functions we have to find the indeterminate form of the given limit…

Q: sinx (1-cosx) 10. Evaluate the lim 2x2 A. -1 В. О C. 1 D. e

A: It is given that, limx→0sinx(1-cosx)2x2 But here as you can see that if you plug in x=0 in the given…

Q: lim (sec³ x – tan n³ x)

A: We have to evaluate the given limit: limx→π2sec3 x-tan3 x We know the identities, sec x=1cos xtan…

Q: Evalute the limit of lim x->0 (tan 7x)/(sin 8x

A: Rule of Limitlimx→0 tan x x = 1limx→0 Sin x x = 1

Q: tanx - 1 The value of lim is the same as x+ T/4 sinx - cosx A lim cosx x+ T/4 lim secx x- T/ 4 lim…

A:

Q: 35. lim (sec 2/2 x – tan æ)

A:

Q: 4.x (a) lim 10 sin 5x sin() (b) lim 5x sin 3x (c) lim 10 x2 tan 2.x

A: Read the following instructions once 1. Short method is provided at the end of the subpart (c)…

Q: 2 sin(z) – sin(2z) lim -10 z- sin(z)

A: We use L'Hospital rule to solve this limit problem.

Q: tanx The value of lim is the same as sin2x X+0 2sinx lim COSX A 1 В lim x+0 2cos?x COSX lim 2sinx…

A: We will solve the problem

Q: sin 2x tan xsin 4x 2. Determine lim You may NOT use L'Hospital's x2 sin 3x rule.

A:

Q: sin (3t) (d) lim 1-0 sin (8t) sin (x-4) (е) lim x→4 х—4 cos (2z)-1 (f) lim-

A:

Q: tanx-1 x-n/4 sinx - cosx is the same as The value of lim none of the given choices lim m/4 sinx+…

A: Limit

Q: x+xcosx A: lim x-0 sinx cosx tan2(3x) B: lim x-0 x² 1-tan?x C: lim zcosx-1)

A:

Q: lim x (1 – cos X→-0

A: limx→-∞x1-cos1x

Q: sec x – 1 (a) lim x3 x – sin x (b) lim 2→0 x – tan x 2 - Vx (c) lim x→4 3 – V2x + 1

A:

Q: sin 0 Use the relation lim = 1 to determine the limit. 0→0 4х + 4x сos (4x) lim 5 sin (4x) cos (4x)…

A: NOTE: Refresh your page if you can't see any equations. . multiply and divide by 2

Q: sin 5x 17) lim х-0 sin x

A:

Q: lim 3 sec x Evaluate (1 + cosx) X→ T/2

A:

Q: sec x-tanx lim X→- 2 2 х2+sin 3x lim х-0 2х+tan 2x

A: Let us consider limit of the function L=limx→af(x)g(x) On applying the limits of the  00 form then…