lim == - 1 7.

Q: agrange's mea 2x in 0,

A:

Q: limx-->0 sin3x/ex-1

A:

Q: Find the limit.

A:

Q: Evaluate lim x-0 sin x

A: The given limit is: Since, when

Q: EXAMPLE 9 Using Substitution Find lim sin (1/x).

A:

Q: Use the quotient rule to find the derivative of 3 sin(2) – 10 925 – 9 You do not need to expand out…

A:

Q: sin?x-1 10. lim sinx-1 2

A: Let f,g be functions which are continuous and differentiable. If while computing the limit…

Q: Write sinh(x) + 4 cosh(x) in terms of e and e

A: Given: 9sinhx+4coshx   -1 The objective is to write 9sinhx+4coshx in terms of ex and e-x. Since,…

Q: -1 sin (5x) lim

A: The given expression is limx→0sin-15xx the given expression is the indeterminate form 00 Apply L'…

Q: sin(x?) 48. lim

A: Solution Question 48 Given, limx→0sinx2x We have to find the limit.

Q: In Exercises 33–46, find the derivative.

A: According to the question,we have to find the derivative of y=arctan x3 or it can be written as…

Q: lim (e ): + x x→0+

A: In the question it is asked to calculate the result of limx→0+(e3x+x)2x.

Q: et - e- е limr0 2 sin x

A:

Q: sec x lim x/2 sec (5x)

A: limx→π/2 sec2xsec25x=limx→π/2cos25xcos2xlimx→π/2 cos25x=cos25π2=0limx→π/2 cos2x=cos2π2=0 Now by…

Q: Example 13: lim x sin(é)

A: To find the limit (x tends to infinity) xsin(2/x)

Q: lim == - 1

A: The objective is state whether limz→0zz=-1 is true or false.

Q: Sin Q5: Find lim,¬6 x-3

A: Given:         limx→6sinπxx−3

Q: lin 1-cost lim 5. H0 sint 4.

A: we have to find the value of the given limits: 4) limt→0sin2tt3sintt2 5) limt→01-costt+sintt+et-1t

Q: tan x B:: Find limx-0

A: Limit of the function

Q: Find lim. Sin (X/y X-T/4

A:

Q: Evalate lim sintsx)-tan ($x)

A:

Q: tan (xy) = ? lim (х, у) ->(1,0) у + 2хy

A:

Q: Evaluate J3 25-x² 2x3 dx. Show complete pencil-and-paper calculus-based evidence for your…

A: We have to evaluate the integral ∫342x325-x2dx.

Q: tan( xy) lim = ? 2. (х.у) -> (0,1) х*у+х (c) (с) 3 (d) - (е) 1 (а) 0 (b)

A: Limit is the value of the expression as the independent variable approaches certain value, not…

Q: erivative

A: We have to write the derivative of  y=15(16x)

Q: Q:B/ Find lim, [tan x-sec x].

A:

Q: xtan x Solve for the lim X0 sin 3x

A: Given : limx→0x tanxsin3x   To find : Solution of the given limit?

Q: 4. sec? xcotx- cotx

A:

Q: fx)-fla) Use the alternate definition, lim to determine the instantaneous rate of X- a 著→ 2 1 change…

A: To determine the instantaneous rate of change of the given function f(x)=1x at the point 5,15 To…

Q: Clearly explain why the following equation is true or false. f(x) dx S FEx) dx lim

A: When the range of integration is not finite then the integral falls under improper integral.  Hence…

Q: lim sec x x-(-71/2)"

A:

Q: csc x- cot x lim is

A: We’ll answer the 1st question since we answer only one question at a time. Please submit a new…

Q: How do you slove for the derivative?

A: Obtain the derivative of the function y as follows.

Q: Find the correct answer and show detailed and complete solution. lim (sec³ 2x)cot² 3x x→0 2 а. 3 b.…

A: The objective is to evaluate the expression, limx→0sec32xcot23x

Q: lim (s_)( stl 5+g?

A:

Q: fnd 4. lim cosx)

A:

Q: lim log, (cosx) -3 t 2.

A: Here we can see that applying the limit, the limit does not enter into an indeterminate form, so we…

Q: sint Lim t-0

A: We can evaluate limit of an expression by applying the limit point as a value for the variable in…

Q: tan(xy) lim (х, у) -(1,0) у + 2ху 1 (с) 3 (d) 4 (а) 0 (b) (е) 1

A:

Q: Sesch (sinhtx) sech4x

A: Given integral, ∫cschsinh4xsech4xdx To evaluate the value of the integral.

Q: The base x of the right triangle in the figure increases at a rate of 5 cm/s, while the height…

A: We know that tanθ=opposite sideadjacent side

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

A:

Q: DSet up an equation according to the Secant-Tangent Product Theorem and solve for x. 5, B.

A: topic - secant - tangent theorem (secant segment)(external secant segment)= (tangent segment )2

Q: sin x Explain why lim does not use growth rates.

A: on solving this we get the

Q: 2+ sec (3x) (c) lim x→7/6 tan (3x) 1

A:

Q: sin x ? Explain. Can the Quotient Law be applied to evaluate lim

A: Using the quotient law of limit we get:

Q: 4sinx pute lim,x»n sin2x

A:

Q: sin' 2x d) lim- x-0 sin' 3x

A:

Estimation

A new framework of data analysis where the new statistical methods are used for interpreting the results and analyzing the data is known as estimation in statistics.