Quarter 4 Week 4-Introduction to Logarithms (11.1.a)

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17 questions

Questions? Concerns? Comments?

For 3^{x}=5, the base is _______ , the answer/argument is _______ , and the exponent is _______ 

Write each expression as a logarithm on the lines provided

Write the given exponential equations in logarithmic form

For \log_{5}12=x, the base is _______ , the answer/argument is _______ , and the exponent is _______ 

To write \log_{5}12=x as an exponential equation, we would get:

Write \log_{4}x=2 in exponential form

(But do not solve for x-just write the equation)

How are you feeling?

That's a wrap!
No class in Week 5 due to PSSAs-will have a recording up for 11.02.a Logarithm properties!

Draggable item		Corresponding Item
4^{1}		16
4^{-2}		\frac{1}{4}
4^{-1}		4
4^{\frac{1}{2}}		\frac{1}{16}
4^{2}		2

Quarter 4 Week 4-Introduction to Logarithms (11.1.a)

Quarter 4 Week 4-Introduction to Logarithms (11.1.a)

Questions? Concerns? Comments?

Write each expression as a logarithm on the lines provided

Write the given exponential equations in logarithmic form

To write \log_{5}12=x as an exponential equation, we would get:

Write \log_{4}x=2 in exponential form

(But do not solve for x-just write the equation)

How are you feeling?

That's a wrap!

No class in Week 5 due to PSSAs-will have a recording up for 11.02.a Logarithm properties!

Questions? Concerns? Comments?

Write each expression as a logarithm on the lines provided

Write the given exponential equations in logarithmic form

To write \log_{5}12=x as an exponential equation, we would get:

To write \log_{x}6=9 as an exponential equation, we would get:

Write \log_{4}x=2 in exponential form

(But do not solve for x-just write the equation)

Solve for x in your exponential equation from \log_{4}x=2

x=

Write \log_{4}x=-1 in exponential form

(But do not solve for x-just write the equation)

Solve for x from your exponential form of \log_{4}x=-1

x=

How are you feeling?

That's a wrap!

No class in Week 5 due to PSSAs-will have a recording up for 11.02.a Logarithm properties!

Match the expression to its simplified form using exponent rules

I'm excited to walk away with 10 answers to 11.1.a Logarithms Quiz in Week 4!

To write \log_{x}6=9 as an exponential equation, we would get:

Solve for x in your exponential equation from \log_{4}x=2

x=

Write \log_{4}x=-1 in exponential form

(But do not solve for x-just write the equation)

Solve for x from your exponential form of \log_{4}x=-1

x=

I have my screenshot for 11.1.a Logarithms Quiz!

Quarter 4 Week 4-Introduction to Logarithms (11.1.a)

Quarter 4 Week 4-Introduction to Logarithms (11.1.a)

Questions? Concerns? Comments?

Write each expression as a logarithm on the lines provided

Write the given exponential equations in logarithmic form

To write \log_{5}12=x as an exponential equation, we would get:

Write \log_{4}x=2 in exponential form(But do not solve for x-just write the equation)

How are you feeling?

That's a wrap!

No class in Week 5 due to PSSAs-will have a recording up for 11.02.a Logarithm properties!

Questions? Concerns? Comments?

Write each expression as a logarithm on the lines provided

Write the given exponential equations in logarithmic form

To write \log_{5}12=x as an exponential equation, we would get:

To write \log_{x}6=9 as an exponential equation, we would get:

Write \log_{4}x=2 in exponential form(But do not solve for x-just write the equation)

Solve for x in your exponential equation from \log_{4}x=2x=

Write \log_{4}x=-1 in exponential form(But do not solve for x-just write the equation)

Solve for x from your exponential form of \log_{4}x=-1 x=

How are you feeling?

That's a wrap!

No class in Week 5 due to PSSAs-will have a recording up for 11.02.a Logarithm properties!

Match the expression to its simplified form using exponent rules

I'm excited to walk away with 10 answers to 11.1.a Logarithms Quiz in Week 4!

To write \log_{x}6=9 as an exponential equation, we would get:

Solve for x in your exponential equation from \log_{4}x=2x=

Write \log_{4}x=-1 in exponential form(But do not solve for x-just write the equation)

Solve for x from your exponential form of \log_{4}x=-1 x=

I have my screenshot for 11.1.a Logarithms Quiz!

Write \log_{4}x=2 in exponential form

(But do not solve for x-just write the equation)

Write \log_{4}x=2 in exponential form

(But do not solve for x-just write the equation)

Solve for x in your exponential equation from \log_{4}x=2

x=

Write \log_{4}x=-1 in exponential form

(But do not solve for x-just write the equation)

Solve for x from your exponential form of \log_{4}x=-1

x=

Solve for x in your exponential equation from \log_{4}x=2

x=

Write \log_{4}x=-1 in exponential form

(But do not solve for x-just write the equation)

Solve for x from your exponential form of \log_{4}x=-1

x=