SOLUTION: Solve each equation for x thus expressing x as a log function of y
a) y = 5(2)^x
b) y = 1.3(10)^x
c) y = 8.2(1.3)^x
d) y = 6.4(1/2)^x
e) y = 3.5(2.7)^x
f) y = 2.75(2/3)^x
Algebra ->
Exponential-and-logarithmic-functions
-> SOLUTION: Solve each equation for x thus expressing x as a log function of y
a) y = 5(2)^x
b) y = 1.3(10)^x
c) y = 8.2(1.3)^x
d) y = 6.4(1/2)^x
e) y = 3.5(2.7)^x
f) y = 2.75(2/3)^x
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Question 864593: Solve each equation for x thus expressing x as a log function of y
a) y = 5(2)^x
b) y = 1.3(10)^x
c) y = 8.2(1.3)^x
d) y = 6.4(1/2)^x
e) y = 3.5(2.7)^x
f) y = 2.75(2/3)^x
Can you please help me out? Thanks so much in advance:) Answer by Alan3354(69443) (Show Source):
You can put this solution on YOUR website! Solve each equation for x thus expressing x as a log function of y
a) y = 5(2)^x
log(y) = log(5) + x*log(2)
x = log(y/5)/log(2)
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The others are similar.
b) y = 1.3(10)^x
c) y = 8.2(1.3)^x
d) y = 6.4(1/2)^x
e) y = 3.5(2.7)^x
f) y = 2.75(2/3)^x
