tan x-x lim х-0 х-sinx

Q: 3 – lim[sec x · tan x]

A: given limit                         limx→π2[secx.tanx]

Q: 1-cos x lim sin x x→0

A: Given: limx→01-cosxsinx

Q: sin 2x lim х X-

A:

Q: Evaluate

A: Consider the limit Squeeze theorem states that if f(x)<=g(x)<=h(x) for all numbers and at…

Q: TT+tan x 5. lim sin tan x-2 secx.

A:

Q: sin(Tæ) lim x → 12 In(x – 11) -

A: The given limit,          limx→12sinπxlnx-11

Q: tan x sin 3x lim X-→ 3. sec cot 2x

A: To  find:-

Q: tan x lim 3) Vx+1-1

A:

Q: Find the limits

A: Straightway, without any fear, put the value of 0 in the main expression to get,

Q: lim xS0  .  ...........tan 3x / sin 8x

A: limx→0tan3xsin8x

Q: 1+3x- cOs x 2.) lim tan x

A: In this question we need to find limit of the given function.

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: limx→1 3 (x-1) tan(x³²-x) (x+1) sin²(2x − 2) -

A:

Q: 1. lim sin -;). x→2

A: Dear student as per our rule in one session we can only solve one question. Please post the other…

Q: tan(5x) (1) lim 40 sin(3x) sin(6x) (2) lim x-0 4x3 – 5x

A: 1) limx_0tan(5x)/sin(3x) 2)limx-0sin(6x)/(4x3-5x).

Q: find 49. lim 0 - sin 0 cos e tan 0 - 0 sin 3x - 3x + x² 50. lim sin x sin 2r

A:

Q: tan 2x 5. lim→0 sin 5¤

A:

Q: lim sec(2x) ((x tan ثم أختر الاجابة الصحيحة؟ أحسب الغاية التالية

A: We will find the limit directly using the limit theorems.

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: Find the limit

A:

Q: 2 3 lim x2.tan=.sin- x) X-00

A:

Q: 1 lim (1 + sin²x)x

A: We have to solve the given limit: limx→01+sin2 x1x This is 1∞ indeterminate form of limit we know…

Q: Evaluate the limit.

A:

Q: (1) limx¬(1/2)-(tan x)cos x

A: Given that  1)limx→(π2)-(tanx)cosx 2)limx→0x-3(tan-1x-x)

Q: tan 7x i) lim x+0 sin 3x sin(x2 + 3x + 2) j) lim x+2 x + 2

A:

Q: tan (3x) lim x→0 sin (2x)

A: Given query is to find the limit of the expression.

Q: lim (sin x)tanx TT 2

A: We will solve the problem

Q: lim sec(2x) tan (x)

A:

Q: lim sin(5x) csc(3x) X-0

A: Formula: LimX→0[sin(ax)/x]=a

Q: sinx Example 11: lim nx X X-

A:

Q: Find the limits in Exercise

A: The limit of a function(expression ) is a value of that function (expression ) approaches as the…

Q: 1- COs x lim x→0 3x sin x

A: This question is based on limits.

Q: tan (3(x+h))-tan(3x) lim h→0 h

A:

Q: tan x - X 1. lim sinx 5 A. 2 В. 2 С. О D. undefined

A:

Q: 2) lim (x – 1)tan- 2

A:

Q: cosxsin2x lim 1-sinx x- 2

A: limx→π2cos x sin2x1- sinx=limx→π2cos x 2 sinx cosx1 - sinx=limx→π22 cos2x  sinx1 - sinx…

Q: 35. lim (sec 2/2 x – tan æ)

A:

Q: lim sin3x / tan2x =? x-->0

A: find the value of

Q: 2Tan 'x - x 9. lim,0 'x0 2x – Sin 'x

A:

Q: T+tan x 4. lim sin X→0 tan x-2 sec x,

A:

Q: 2 sin(x)-sin(2x) х-sin(x) lim X→0

A: Given,           limx→02sinx-sin2xx-sinx

Q: sin-1(x) – tan-1(x) lim 3x3

A: The given limit involves inverse trigonometric function as well as cubic function and the limit is…

Q: 1 lim x-0 (sinx ズ→ X.

A: Evaluate the limit limx→01sin x-1x. Rewrite the expression: limx→01sin x-1x=limx→0x-sin xx sin x…

Q: cos(x)-1 lim-0 sin(x) limx-0 %3D = 1

A: Substituting x=0 in cosx-1xwill result in indeterminate form 00. Use L'Hospital's rule,…

Q: o( san(s) sin(2x) + lim X 0 cos (x) × 6

A:

Q: 11. lim sin x 12. lim sin x 13. lim sin( (x-

A: 11. Consider the given limit limx→3π2sinx and apply the limit x→3π2.…

Q: (2sinx-sin2x' 1. lim x-sinx

A: