256 7. Express as a power with a base of 4. V16 а. b. 4 d. 8. Express log8+log10-log2 as a single logarithm. c. log 82 b. log 40 log 78 d. log 16 a. 9. Which of the following statements will NOT be true regarding the graphs of Ax)=log, (3x), Ax)-log, (9x), and Ax)-log3 They will all have the same vertical asymptote c. They will all curve in the same direction a. b. The will all have the same x-intercept d. They will all have the same domain 10. The restriction on the variable in the expression log x* - 16) - log(x- 2)- log x +4) is a. no restriction b. x<-2 с. x>4 d. x>2
256 7. Express as a power with a base of 4. V16 а. b. 4 d. 8. Express log8+log10-log2 as a single logarithm. c. log 82 b. log 40 log 78 d. log 16 a. 9. Which of the following statements will NOT be true regarding the graphs of Ax)=log, (3x), Ax)-log, (9x), and Ax)-log3 They will all have the same vertical asymptote c. They will all curve in the same direction a. b. The will all have the same x-intercept d. They will all have the same domain 10. The restriction on the variable in the expression log x* - 16) - log(x- 2)- log x +4) is a. no restriction b. x<-2 с. x>4 d. x>2
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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Transcribed Image Text:256
7. Еxpress
as a power with a base of 4.
V V16
43
b.
4
d.
4*
а.
с.
8. Express log8+log10-log2 as a single logarithm.
log 82
b.
log 40
log 78
d.
log 16
а.
с.
9. Which of the following statements will NOT be true regarding the graphs of
Ax)=log3 (3x), Ax)=log; (9x), and f(x)=log3
3
They will all have the same vertical asymptote c.
They will all curve in the same direction
а.
b.
The will all have the same x-intercept
d.
They will all have the same domain
10. T he restriction on the variable in the expression log x* - 16 )- log(x- 2) - log x + 4)
x* +4
а.
no restriction b.
x<-2
с.
x>4
d.
x> 2
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