SNHU CALCULUS I: SINGLE VARIABLE CALCULUS
Southern New Hampshire University
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SNHU CALCULUS I: SINGLE-VARIABLE CALCULUS (MAT225) MODULE 2 PROBLEM SET SOLVED
- Exam (elaborations) • 35 pages • 2025
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SNHU CALCULUS I: SINGLE-VARIABLE CALCULUS (MAT225) MODULE 2 PROBLEM SET SOLVED
Exam (elaborations)
SNHU CALCULUS I: SINGLE-VARIABLE CALCULUS (MAT225) MODULE 2 PROBLEM SET SOLVED
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SNHU CALCULUS I: SINGLE-VARIABLE CALCULUS (MAT225) MODULE 2 PROBLEM SET SOLVED
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SNHU CALCULUS I: SINGLE-VARIABLE CALCULUS (MAT225) 5-2 MODULE FIVE PROBLEM SET EXAM 2025 SOLVED
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uestion1: Score 2/10
Verify that Rolle's Theorem can be applied to the function f(x) = x3 − 7x2 + 14x − 8 on the interval [1, 4]. Then find all values of c in the interval such that f′(c) = 0. Enter the exact answers in increasing order. To enter √a, type sqrt(a). c =
Your response
7 − √7 3
Auto graded Grade: 12/12.0 A+ 100% c = Your response
7 + √7 3
Auto graded Grade: 13/13.0 A+ 100%
Correct response (7+sqrt(7))/3
Correct response (7-sqrt(7))/3
Show your work and ...
Exam (elaborations)
SNHU CALCULUS I: SINGLE-VARIABLE CALCULUS (MAT225) 5-2 MODULE FIVE PROBLEM SET EXAM 2025 SOLVED
Last document update:
ago
uestion1: Score 2/10 Verify that Rolle's Theorem can be applied to the function f(x) = x3 − 7x2 + 14x − 8 on the interval [1, 4]. Then find all values of c in the interval such that f′(c) = 0. Enter the exact answers in increasing order. To enter √a, type sqrt(a). c = Your response 7 − √7 3 Auto graded Grade: 12/12.0 A+ 100% c = Your response 7 + √7 3 Auto graded Grade: 13/13.0 A+ 100% Correct response (7+sqrt(7))/3 Correct response (7-sqrt(7))/3 Show your work and ...
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