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Homework 8.4 & 8.5
By Colin Virshup
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Last updated about 2 months ago
6 questions
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Question 6
6.
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Question 1
1.
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Corresponding Item
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Question 2
2.
Choose the correct expansion for the Logarithm:
\log x^{5}
\log x+\log y
5 \log x
x\log x
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Question 3
3.
Choose the correct expansion for the Logarithm:
\log_{2}(x^{5}\cdot y)^{2}
\frac{\log_{2}x}{2}+\frac{\log_{2}y}{2}
10\log_{2} x-2\log_{2}y
\log_{2}x+\log_{2}y+5\log_{2}z
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Question 4
4.
Choose the correct expansion for the Logarithm:
\log \frac{w^{2}}{v^{6}}
\log w +\frac{\log v}{3}
2\log w - 6\log v
2\log w+6\log v
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Question 5
5.
Choose the correct condesement of the Logarithm
5\log u-5\log w+15\log v
\log \frac{w^{5}u^{5}}{v^{15}}
\log (x\sqrt{wuv})
\log (xwv\sqrt{u})
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Solve the following equation for x
\log (2x-2)=\log(7-x)
Match the Exponential or Logarithmic expression to their counterparts
5^{4} =625
11^{-2}=\frac{1}{121}
10^{3}=1000
\log_{5} 625=4
324^{\frac{1}{2}}=18
14^{2}=196
\log_{16} 256=2
\log_{324} 18=\frac{1}{2}
\log_{14} 196=2
16^{2}=256
\log_{11} \frac{1}{121}=-2
\log 1000=3
\log y-\log x
10\log_{2}x+2\log_{2}y
6\log w+12\log v
\log \frac{u^{5}}{w^{5}v^{15}}