Using the graph, solve the equation log(x)+ x = In(x-1)+7. Write your solutions in a solution set. No work needs to be shown. Round to three digits behind the decimal place. The amount of knowledge you possess decays exponentially as time passes when it's not actively used. Suppose that the formula for the percent of MTH 111 that a solid-B student understands (where an output of 27 indicates 27% remembered) is g(t)=85e^-0.032t, where t is the number of weeks since the course ends. Evaluate g(8) and interpret the result in the context of the problem. Round your answer to the nearest integer. Solve g(t) = 73 and interpret the result Round your result to the nearest integer

Using the graph, solve the equation log(x)+ x = In(x-1)+7. Write your solutions in a solution set. No work needs to be shown. Round to three digits behind the decimal place. The amount of knowledge you possess decays exponentially as time passes when it's not actively used. Suppose that the formula for the percent of MTH 111 that a solid-B student understands (where an output of 27 indicates 27% remembered) is g(t)=85e^-0.032t, where t is the number of weeks since the course ends. Evaluate g(8) and interpret the result in the context of the problem. Round your answer to the nearest integer. Solve g(t) = 73 and interpret the result Round your result to the nearest integer

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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Question

Using the graph, solve the equation log(x)+ x =
In(x-1)+7. Write your solutions in a solution set. No
work needs to be shown. Round to three digits
behind the decimal place.
The amount of knowledge you possess decays
exponentially as time passes when it's not actively
used. Suppose that the formula for the percent of
MTH 111 that a solid-B student understands (where
an output of 27 indicates 27% remembered) is
g(t)=85e^-0.032t, where t is the number of weeks
since the course ends.
Evaluate g(8) and interpret the result in the context
of the problem. Round your answer to the nearest
integer.
Solve g(t) = 73 and interpret the result Round your
result to the nearest integer

S)= log(x)+x
N(-)-In(x-1)-7
(8.017, 8.953)
(1.002. 1.004)

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