Calculus Homework Answers & Questions Page 2

• Attachment

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• Mat problem due tomorrow at 1 pm

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• Math problem due today at 7 pm

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• The following is a graph of a function g(x), defined on the interval [0,4] choose all the correct statements below. lim x-> 1 g(x) does not existlim x->3 g(x) =2lim x->2 g(x) does not existl

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• easy just don't have time. attached PDF

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• The question is in the photo.It's a multivariate calculus problem

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• These questions are about differentiation in calculus. I would like them all solved correctly and solved within the time frame. Please double check your workings and answers.

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• easy work just do not have time.

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• These questions are about calculus. I need them all solved correctly. I would like them solved within the time limit.

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• discussion question. The chain rule states that the derivative of f(g(x)) is f'(g(x))⋅g'(x). In other words, it helps us differentiate *composite functions*. A. sin(x²) is a composite function becaus

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• Easy, just don't have time. I attached a PDF.

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• Easy I just don't have time. I attached a pdf file.

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• It should be easy; I just don't have time.

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• Calculus HW files are attached.

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• I need help with understanding how to evaluate one-sided limits and continuity.

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• intergrations

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• What kind of transformation converts the graph of f(x)=x–5 into the graph of g(x)=2x–10?

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• please explain how to do this

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• Question attached

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• Q1-Robert made equal deposits at the beginning of every 3 months into an RRSP. At the end of 8 years, the fund had an accumulated value of $45,000. If the RRSP was earning 4.50% compounded monthly, wh

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• calculus problem

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• attached is the question

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• answer what’s in the picture attached

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• Could you help me please ?

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• An airplane is flying at 200 km/h on a heading of 160°. The wind is blowing at 75 km/h from a bearing of 225°. Determine the magnitude and direction of the ground velocity of the airplane. You must an

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• Find the anti derivative for the following function

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• This question is asking you to use the derivative of the equation to find all of the tangent lines that do through that point.

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• graph the image of k(9,-9) after a rotation of 180 clockwise around the origin

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• A. Find the probability a person prefers Pizza Rolls as a snack, given he/she prefers playing Monopoly B. Find the probability a person prefers Monopoly as a game, given he/she prefers Pizza Rolls as

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• Select the correct exercise category for each of the specific ways to increase intensity. Slowing down your exercise increases

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• Directions: Use linear programming to maximize profit at a custom printing shop that allows for overtime in a single department. Students may work in teams of up to 3. All submitted work should be pro

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• I need help figuring out the steps for these two problem. Image 1: Determine if the series is convergent. Image 2: Determine if the following series is absolutely convergen, conditionally convergen, o

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• Duke’s Lunch Buffet currently sells 2500 lunches per week at a price of $11 per meal. They estimate that for each $1 increase in price, they will lose 150 customers per week. At what price should Duke

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• Can someone solve this ASAP and show all work please

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• Emilio was monitoring the location of the car that he booked in Grab. He noticed that the car was driving along a horizontal line at Congressional Road according to the equation given below. Determine

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• Refer to the images

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• Refer to the images

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• what is math?

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• Attached file

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• Your friend says she can write a fraction equivalent to 3/4 that has a denominator of 10 and a whole number in the numerator. Is your friend correct? Explain.

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• Please refer to the images

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• Please refer to the images attached.

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• I just need the answers

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• Sketch the graph of ( ) = 4 + 3 3 − 53 2 − 147 + 196 and plot the function’s zeroes. Color each of the zeroes red. Then, use your sketch to find the values for which ( ) = 150 ( ) intersects ( ). 2 Co

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• Same Idea as last time. Need you online at anytime with me to finish the assignment on March 4th. The assignment is timed and I will need work and answers. This time is around 9 questions.

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• Same Idea as last time. Need you online at anytime with me to finish the assignment on March 4th. The assignment is timed and I will need work and answers. This time is around 9 questions.

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• The population of rabbits oscillates 34 above and below an average of 72 during the year, hitting the lowest value in January (t = 0). Find an equation for the population, P, in terms of the months si

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• I need help solving number 45. I have attached a photo of the problem.

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• For questions 35 and 37 only a) Show that is one-to-one. b) Use Theorem 7 to find (f^-1)' (a) . c) Calculate f^-1(x) and state the domain and range of f^-1 . Calculate (f^-1)'(a) from the formula i

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• 1) Explain what is wrong with the statement: (f-1)'(6) = 1/f'(6) 2) Suppose f is one-to-one and we have the following information: screenshot that I've provided a) Find (f-1)'(19). b) Find (f-1)'

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