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MATH 1337

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MATH 1337

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Southern Methodist College (Southern Methodist)
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Potter

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2 pages
- Quiz 13
- Southern Methodist
- MATH 1337 - Spring 2015
- Math 2413 Quiz 13 (Sec. 4.7; 5.1-5.3) Name: Please show all work on this page. 1. If the velocity of a particle is given by v(t) = 4t + 4 and s(1) = 2, nd the particular position function s(t). 2. Find f (x) if f = 1 and f (2) = 0. x2 3. Find the sum of t
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Quiz 13
2 pages
- Quiz 4(1)
- Southern Methodist
- MATH 1337 - Spring 2015
- Math 2413 Quiz 4 (Sec. 2.4-2.5) Name: Please show all work on this page. 1. Use the Product Rule to nd 2. Use the Quotient Rule to nd d x3 (4x 2) . dx d dx 2x . x3 3. Use the appropriate method to nd the derivative of each function. (a) f (x) = x2 sin(5x)
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Quiz 4(1)
2 pages
- Quiz 6(1)
- Southern Methodist
- MATH 1337 - Spring 2015
- Math 2413 Quiz 6 (Sec. 2.7) Name: Please show all work on this page. 1. Apoint moves along the curve y = 2x2 1 in such a way that the y value is decreasing at the rate of 2 units per second. At what rate is x changing when x = 3 ? 2 2. A right triangle ha
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Quiz 6(1)
2 pages
- Quiz 5(1)
- Southern Methodist
- MATH 1337 - Spring 2015
- Math 2413 Quiz 5 (Sec.2.6) Please show all work on this page. dy using implicit dierentiation. dx (a) 4 cos(x) sin(y) = 1. 1. Find (b) x sin(y) + cos(2y) = cos(y). (c) x2 + xy + y 2 = 27 Name: 2. If 4x2 + 2xy + 3y = 9, nd the equation of the tangent line
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Quiz 5(1)
2 pages
- Quiz 3(1)
- Southern Methodist
- MATH 1337 - Spring 2015
- Math 2413 Spring 2014 Quiz 3 (Sec. 2.1-2.3) Name: Please show all work on this page. 1. For the following, you must use the limit denition fo the derivatitve (no short cuts!). 2x (a) Find f (x) for f (x) = . x+3 (b) Find f (x) for f (x) = x + 5. 2. Determ
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Quiz 3(1)
2 pages
- Quiz 2(1)
- Southern Methodist
- MATH 1337 - Spring 2015
- Math 2413 Quiz 2 (Sec. 1.5-1.6) Name: Please show all work on this page. 1. Find all values of x for which f (x) = 2. Explain why the function f (x) = x+2 is discontinuous. x2 5x 2 x2 , 3, x>1 is not continuous. x1 3. Explain why f (x) = x2 x 3 has a root
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Quiz 2(1)
7 pages
- Review Solutions
- Southern Methodist
- MATH 1337 - Spring 2015
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Review Solutions
2 pages
- Review
- Southern Methodist
- MATH 1337 - Spring 2015
- Math 1337 Sections 1.3 2.5 Review for Test #1 1. Page 72 (21 36). Find the limit, if it exists. x 2 16 x 3 a. lim b. lim 2 x 4 x x 3x 4 9 x2 x d. lim x 0 x e. lim 3x g. lim x 0 sin 2 x c. lim x tan x h. lim x 0 sin x j. lim x 2 x sin 2 x 3x 4 2 x 24 x 4 f
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Review
2 pages
- Quiz 7(1)
- Southern Methodist
- MATH 1337 - Spring 2015
- Math 2413 Quiz 7 (Sec. 2.8 and 3.1-3.2) Name: Please show all work on this page. 1. Given the function y = x3 + 7x, nd the dierential dy. 2. Approximate y using dierentials for y = x2 4x at x = 6 when x = dx = 0.03. 1 3. Find the linear approximation to f
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Quiz 7(1)
4 pages
- syllabus
- Southern Methodist
- MATH 1337 - Spring 2015
- Math 1337-001 Spring 2015 Calculus I MWF, 9:00am - 9:50am, Dallas Hall 152 Professor Dustin Potter Email: Oce: Oce Hours: Phone: Class Key: [email protected] Clements Hall 214 8am - 9am MWF: 3pm - 4pm (214) 458-8605 (text only) collin 4098 5164 This syllabu
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syllabus
2 pages
- Quiz 8(1)
- Southern Methodist
- MATH 1337 - Spring 2015
- Math 2413 Quiz 8 (Sec. 3.3-3.4) Name: Please show all work on this page. 1. Find the derivative of: f (x) = 4x + e x. 2. Find the derivative of: f (x) = e3x cos(ex ) 3. Find: 4. Find d (ln(cos(x). dx d log2 x2 + 1 . dx 5. Find the derivative of: f (x) = l
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Quiz 8(1)
2 pages
- Quiz 11
- Southern Methodist
- MATH 1337 - Spring 2015
- Math 2413 Quiz 11 (Sec. 4.3 and 4.4) Name: Please show all work on this page. 1. Describe f (4) if 4 is a critical value for f and f (x) < 0 for x < 4 and f (x) > 0 for x > 4. 2. Determine the intervals on which f (x) = 4x2 8x + 1 is increasing. 3. Determ
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Quiz 11
2 pages
- Quiz 9(1)
- Southern Methodist
- MATH 1337 - Spring 2015
- Math 2413 Quiz 9 (Sec. 3.5-3.7) Name: Please show all work on this page. 1. Using implicit dierentiation and derivative rules for trig functions prove that d 1 (arccos(x) = . dx 1 x2 2. Using implicit dierentiation and derivative rules for trig functions
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Quiz 9(1)
2 pages
- Quiz 10
- Southern Methodist
- MATH 1337 - Spring 2015
- Math 2413 Quiz 10 (Sec. 4.1-4.2) Name: Please show all work on this page. 1. Find all critical values of f (x) = 3x4 + 20x3 36x2 . 2. Fidn the absolute maximum and absolute minimum value of f (x) = 6x x2 on [1, 7]. 3. Use the graph shown below to nd where
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Quiz 10
2 pages
- Quiz 12
- Southern Methodist
- MATH 1337 - Spring 2015
- Math 2413 Quiz 12 (Sec. 4.5) Name: Please show all work on this page. 1. Find two positive integers such that the sum of the rst and four times the second is 1000 and the product of the numbers is as large as possible. 2. A farmer has 2400 feet of fencing
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Quiz 12
2 pages
- Quiz 14
- Southern Methodist
- MATH 1337 - Spring 2015
- Math 2413 Quiz 14 (Sec. 5.4 5.5) Name: Please show all work on this page. 1. For each x [1, 3], let h(x) be the value of the area shaded below. Find h (x). x 2. If h(x) = 3 (8t3 + 2t) dt, nd h (x). 3. Evaluate 1 dx. 2x + 1 4. Evaluate (x + 1) x2 + 2x dx s
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Quiz 14
2 pages
- Quiz 1(1)
- Southern Methodist
- MATH 1337 - Spring 2015
- Math 2413 Quiz 1 (Sec. 1.3-1.4) Please show all work on this page. 1. Evaluate: lim x2 10x . x6 x2 . x2 + x 6 2. Evaluate: lim x2 x2 + 16 . x4 x 4 3. Evaluate: lim 4. Evaluate: lim 9+h3 . h 5. Evaluate: lim |5 x| . 5x h0 x5 Name: 6. Evaluate: lim sin(3x)
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Quiz 1(1)

MATH 1337 Questions & Answers

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MATH 1337 Advice

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Dec 04, 2015
| Would highly recommend.
Pretty easy, overall.

Course Overview:

Very helpful in office hours, exams very similar to practice tests, but lots of hw

Course highlights:

Derivatives, integrals, antiderivatives, integrating, deriving.

Hours per week:

3-5 hours

Advice for students:

Go to office hours, go to lecture, take good notes, do the hw, do the practice tests.
- Course Term: Spring 2015
- Professor: Potter
- Course Required? Yes

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