Question

When condensing a logarithm using the the product property, you combine the answers by dividing them.

Group of answer choices

True

False


When condensing a logarithm using the the power property, you move the front number to become the exponent on the log.
Group of answer choices

True

False

When condensing a logarithm using the the quotient property, you combine the answers by dividing them.
Group of answer choices

True

False

Answer 1

#1

• log_a(bc)=log_a^b+log_a^c

Not divide we multiply

• False

#2

• logb^a=alogb

Yes

• True

#3

Yes it's reverse of first one

• True

Answer 2

False

True

True

Explanation:

`\textsf{Product Rule}:\quad \log_n(x)+\log_n(y)=\log_n(xy)`

When condensing a logarithm using the product rule, you combine the answers by multiplying them.

`\textsf{Power Rule}:\quad a \log_n(x)=\log_n(x)^a`

When condensing a logarithm using the power rule, you move the front number to become the exponent on the log.

`\textsf{Quotient Rule}:\quad \log_n(x)+\log_n(y)=\log_n\left((x)/(y)\right)`

When condensing a logarithm using the the quotient rule, you combine the answers by dividing them.