15. Solve a. logy + 4logy = 10 c. log 10p + log p = 1 d 0.03 e. 200276 log7 g. x5 = 100 i. 4.²x = 63² k. log 2x² log 3x = log 12 b. log 2x + 2log x = 10 log x²log 2x = 2 d. f. 5x = 200 h. i I. 3x-2 = 10 log x³-4 log x = 8 53x+2 = 95,2
15. Solve a. logy + 4logy = 10 c. log 10p + log p = 1 d 0.03 e. 200276 log7 g. x5 = 100 i. 4.²x = 63² k. log 2x² log 3x = log 12 b. log 2x + 2log x = 10 log x²log 2x = 2 d. f. 5x = 200 h. i I. 3x-2 = 10 log x³-4 log x = 8 53x+2 = 95,2
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:15. Solve
a. logy + 4logy = 10
c. log 10p + log p = 1
d
e. 200276 log;
0.03
g. x5 = 100
i.
4²x = 63²
k. log 2x² log 3x = log 12
b. log 2x + 2log x = 10
log x²log 2x = 2
d.
f.
5* = 200
h.
i
I.
3x-2 10
log x³ - 4 log x = 8
53x+2 = 95.2
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