lim tan x

Q: Determine the value of function and its inverse. Then Draw the graph of the function and its inverse...

A: Given,          The function is fx=2x+1.

Q: Evaluate the following expressions and determine if the limits exists. If the limits exists, indica...

A: NOTE*** As per bartleby guidelines for more than one question asked only first to be answered, send ...

Q: Q: find lim \-c०s2 2->০

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Q: Mom made many cinnamon rolls for the church bake sale. She sold 25 rolls at the sale. She has 12 rol...

A: To find the equation and solution

Q: Question i. Only

A: In the question it is asked to calculate the result of differentiation of f(x)=6ex.

Q: Find the length and width of a rectangle whose perimeter is 40 feet and whose area is 96 square feet...

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Q: In Exercises 16-24, write the partial fraction decomposition of each rational expression. 11х — 2 17...

A: 16). Given rational expression is: xx-3x+2 To write the partial fraction decomposition of given rati...

Q: 17. Given that A# sin æ is a particular integral of the differential equation y"+ y = cos x, the val...

A: To find the particular integral of the differential equation y''+y=cosx

Q: Use implicit differentiation to find an equation of the tangent line to the ellipse defined by x? 3x...

A: Equation of tangent at any point  (X0, Y0) of slope 'm' is (Y-Y0) = m(X-X0)

Q: Given vectors u = (8,-6) and v = (-3,-3), find the sum u +v and write the result in component form. ...

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Q: solve each equation. Give a general formula for all the solutions. List six solutions.

A: To solve the equation: tanθ=-33 Solution: tanθ=-33 On simplifying further we get: tanθ=tan(5π6)    (...

Q: 4) ỳ+ 2ỳ + 5y = 4e¬*cos2x

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Q: In Exercises 39-45, graph each inequality. 39. 3x – 4y > 12 40. y 41. x 4 44. y sx? - 1 45. y s 2°

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Q: solve each equation on the interval 0<= 0< 2pi.

A: 2cos2θ-7cosθ-4=0

Q: Evaluate the following integrals using Integration By Parts

A: Evaluate by using Integration by parts. ∫21-x9-4xdx

Q: Find the critical numbers of the function f(x) = 14x + |x|. In the answer boxes below, enter the cri...

A: Given: f(x)=14x3+|x| Definition: Critical points are the points where the derivative of function is ...

Q: Find the maximum value of & > 0 that satisfies the limit claim corresponding to e = 0.3, that is, su...

A: In the question it is asked to calculate the maximum value of δ for the given function limx→59-x5=8

Q: 38. If x > 0, then 4(Insinh2r) : dr A coth2r B C 2tanh2r D tanh2r A B 2 coth2r D

A: Given : ddxlnsinh2x

Q: Please show all work. Thank you!

A: Given, A=10    1−1    0,B=0    1−1    10 A matrix B is the inverse of matrix A if BA=I , where I is ...

Q: Q2-Prove hat = va - r° ify= ()sin* (9) + () va – x that-

A: Given: The function given is  y=a22sin-1xa+x2a2-x2   To prove: dydx=a2-x2

Q: Sketch level curve of f(x,y)=x2-y2

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Q: For the following exercises, find ????dydx for each function. 229)- ?=(5−2?)^−2 231)- ?=(2?^3−?^2+6?...

A: Given y = (5-2x)-2  To find dy/dx

Q: sint 1) lim(- 1+cost tcost 1+cost

A: Since you have asked multiple questions in single request.so we will answering only first question.

Q: Let F(z) = f(/(x)) and G(z) = (F(z))" and suppose that (6) = 5, f(5) = 2, f'(5) = 13, f'(6) = 8 Find...

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Q: Calculus Question

A: The difference of u→-v→ as a sum u→ + (-v→).                                u→ = -5,2  v→ = 6,-5  -v...

Q: Which of the following matrices is elementary matrix? a. To 31 C. liol b. d.

A: We’ll answer the first question since the exact one wasn’t specified. Please submit a new question s...

Q: 14. Given that a and bare two vectors, then the vector (a + b) × (a – b) is A. perpendicular to (a –...

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Q: Which functions have the property that the slope always decreases as x increases? Select the correct...

A: Answer

Q: Consider the following function: S(X) = * + 128x – 3 Step 1 of 4: Determine f '(x) and f"(x). Answer...

A: Differentiate wrt x

Q: A car was valued at $31,000 in the year 1990. The value depreciated to $13,000 by the year 2003. A) ...

A: Given: A car was valued at $31,000 in the year 1990. The value depreciated to $13,000 by the year 20...

Q: The Integrating factor of the differential equation below is?

A: We have find Integrating factor

Q: evaluate the given integral

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Q: 29. If w = iz is a transformation from the z to the w complex planes, then the invariant point is A....

A: w=iz be a transformation from z to the w complex planes

Q: 36. Using the approximation dy dy h dr * Yn+1- y. and that dr 1, y = 2 when r 0. Then, y A h- 2 h+ 2...

A: Please see the answer below.

Q: Two particles move in the plane along lines, and each particle moves with a constant speed. Particle...

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Q: The wave which cannot propagate through a vacuum is: O -a. non mechanical wave O b. sound wave O C. ...

A: Mechanical waves need a  medium for propagation. It can not travel through vaccum. Examples : sound ...

Q: A person standing at the edge of a cliff throws a rock upward from a height of 250ft above ground le...

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Q: Can you please help me answer this problem please?

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Q: Please show all work. Thank you!

A: Compare standard equation of parabola

Q: Evaluate : Vsin'x cos'x

A: Please see the explanation below

Q: H.W 1-Find the domain for each function : (1) f (x,y)=/y -x -2

A: By using graph of function 

Q: How many critical points (i.e., critical numbers) does f have? For each of the following questions, ...

A: Local Maximum If there is a point x0 on the graph then, local maximum is a point on graph where all ...

Q: problem is attached! please and thank you!

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Q: dy =r - y, I= 1, y= 1.1. Using the dr 24. Given that dy approximation 0.1 E Yn+1- Y, the value of y ...

A: Please see the explanation below

Q: Consider the function f(x)=5sin(pi*x-pi/2) / (x2+4x+5) +5*1.1-(x+2), which is graphed the interval b...

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Q: I keep getting this taylor series problem wrong. How do I solve for right answer

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Q: Solve following differential equation (1+=) (sin x)dy + (cos x)dx = 0

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Q: Let u be a nonzero vector.(a) Show that u · v = u · w does not necessarily imply that v = w.(b) What...

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Q: 1. Sx³dx dx 2. S

A: In integration we basically have definite and indefinite integrals . In definite integral we have li...

Q: problem is attached! Please review both attachments before answering.  please and thank you!

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Limits

When it comes to calculus, limits are considered to be a very important topic of discussion. The main importance of limit lies in expressing the value of a function as it gets closer to a certain value. Also, limits can help you to understand other topics, such as continuity and differentiability better. In a broader sense, every calculus notion is a limit. Other branches of calculus have also been derived from limits.