ENGR.ECONOMIC ANALYSIS
ENGR.ECONOMIC ANALYSIS
14th Edition
ISBN: 9780190931919
Author: NEWNAN
Publisher: Oxford University Press
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Practice question: Given the following:
y = e%@2
Solution: Given that these exponential functions have the same base e,
the result is found by adding the exponent values:
y=e%e2 = e 6
Question: Given the following:
This can also be written as:
y = e
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Transcribed Image Text:Practice question: Given the following: y = e%@2 Solution: Given that these exponential functions have the same base e, the result is found by adding the exponent values: y=e%e2 = e 6 Question: Given the following: This can also be written as: y = e
Given the following:
2
y = (x³)(x3
This can also be written as:
y = x
expand button
Transcribed Image Text:Given the following: 2 y = (x³)(x3 This can also be written as: y = x
Expert Solution
Check Mark
Step 1

Law of exponents:

If the base is the same, then add the powers in case of multiplication of numbers 

i.e., Suppose we have two variables Xa and Xb

The base is the same for both variables, i.e., X

The power is different, i.e., for first it is 'a' and for second it is 'b'

=> Xa Xb = Xa+b.

 

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