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Solve the problem. -6 -6 -9 S. | g(t) dt = 6. Find -9 g(x) dx and - g(t) dt . 6) Suppose that -6 A) 1; -6 B) -1; -6 C) 1; 6 D) 0; 6 3 6 6. 7) Suppose that h is continuous and that h(x) dx = 4 and h(x) dx = -12. Find h(t) dt and -3 -3 -3 h(t) dt . A) 8; -8 В) - 16; 16 С) -8;8 D) 16; -16

Solve the problem. -6 -6 -9 S. | g(t) dt = 6. Find -9 g(x) dx and - g(t) dt . 6) Suppose that -6 A) 1; -6 B) -1; -6 C) 1; 6 D) 0; 6 3 6 6. 7) Suppose that h is continuous and that h(x) dx = 4 and h(x) dx = -12. Find h(t) dt and -3 -3 -3 h(t) dt . A) 8; -8 В) - 16; 16 С) -8;8 D) 16; -16

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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**Solve the problem.** 6) Suppose that \(\int_{-9}^{-6} g(t) \, dt = 6\). Find \(\int_{-9}^{-6} \frac{g(x)}{6} \, dx\) and \(\int_{-6}^{-9} -g(t) \, dt\). - A) 1; -6 - B) -1; -6 - C) 1; 6 - D) 0; 6 7) Suppose that \(h\) is continuous and that \(\int_{-3}^{3} h(x) \, dx = 4\) and \(\int_{3}^{6} h(x) \, dx = -12\). Find \(\int_{-3}^{6} h(t) \, dt\) and \(\int_{6}^{-3} h(t) \, dt\). - A) 8; -8 - B) -16; 16 - C) -8; 8 - D) 16; -16
Transcribed Image Text:**Solve the problem.** 6) Suppose that \(\int_{-9}^{-6} g(t) \, dt = 6\). Find \(\int_{-9}^{-6} \frac{g(x)}{6} \, dx\) and \(\int_{-6}^{-9} -g(t) \, dt\). - A) 1; -6 - B) -1; -6 - C) 1; 6 - D) 0; 6 7) Suppose that \(h\) is continuous and that \(\int_{-3}^{3} h(x) \, dx = 4\) and \(\int_{3}^{6} h(x) \, dx = -12\). Find \(\int_{-3}^{6} h(t) \, dt\) and \(\int_{6}^{-3} h(t) \, dt\). - A) 8; -8 - B) -16; 16 - C) -8; 8 - D) 16; -16
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