ComputerScienceExpert

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About ComputerScienceExpert

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Applied Sciences,Calculus,Chemistry,Computer Science,Environmental science,Information Systems,Science Hide all
Teaching Since: Apr 2017
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Questions Answered: 4870
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  • MBA IT, Mater in Science and Technology
    Devry
    Jul-1996 - Jul-2000

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  • Professor
    Devry University
    Mar-2010 - Oct-2016

Category > Math Posted 21 Apr 2017 My Price 9.00

functions and evaluate at the given point

Charan, you helped me with a question about a week ago.  Would you be willing to answer these three?  The last time you answered you formatted the answer perfectly.  There are a total of 3 questions on this word document, one on each page.  I have several more questions if you're interested.  Thank you. 

 

 

DISC3
Find the first derivative of the following functions and evaluate at the given point. Show
supporting work and underline your answer. Please use MathType or another form of math
equation formatting software for your supporting work. 1. Quotient Rule- Round your answer to two decimal places.
2x 6
g ( x) 7x 3 and evaluate at x = 3 2. Product and Power Rules- Your answer will be a large number.
h( x) 7 x 2 (4 x 3) 4 and evaluate at x = 2 DISC4
For both problems, show supporting work and underline your answer. Please use MathType. 1 Find the second derivative of 2 Find the equation of the line tangent to the following curve at x = 1. Write your answer
in y = mx + b format.
y 2x2 7x 3 f ( x) (3x 6)4 and evaluate it at x = 3 DISC5
1. The x- and y-coordinates of a moving particle are given by two parametric equations.
x 2t 2 t
y 2 7t
Find the magnitude and direction of velocity at t = 3 sec. Distance is measured in meters.
Round your answers to one decimal place and don't forget to use the degree symbol. 2. A 6-ft tall man walks away from a 2*7-ft tall streetlight at 6 ft/sec. How fast is his shadow increasing when he is 4 feet from the streetlight?

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Answers

(11)
Status NEW Posted 21 Apr 2017 04:04 AM My Price 9.00

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Attachments

file 1492749215-Solutions file 2.docx preview (51 words )
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