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Laabri

Quarter 4 Week 7-Exponents and Logarithms Review (11.5.b)

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Last updated 3 months ago
19 Nsɛmmisa
8
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Asemmisa {{asɛmmisaAhyɛnsode}}
1.

I'm ready to go!

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2.

In \log_8 {2}, the subscript of 8 is the

Exponential and logarithmic graphs both have an asymptote where the bottom is flat, and a logarithmic graph has a is the number before a variable.

The log has a base of 10.

Screenshot 1:

In \log_8 {2}, the subscript of 8 is the base and the next value of 2 is argument

Exponential and logarithmic graphs both have an asymptote, which is an invisible line the graph doesn't touch but gets very close to.

An exponential function has a horizontal asymptote where the bottom is flat, and a logarithmic graph has a vertical asymptote.

A coefficient is the number before a variable.

The natural log has a base of e, which is a special mathematical value of about 2.718.

The common log has a base of 10.

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3.

I have my first screenshot for 11.5.b!

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4.

15^{3}*15^{8}=

(Write the expression with the base and exponent, do NOT find the large number in your calculator)

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5.

(8*15^{3})^{0}=

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6.

\frac{15^{8}}{15^{3}}=

(Write the expression with the base and exponent, do NOT find the large number in your calculator)

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10.

I have screenshot #2 for 11.5.b!

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11.

\ln{8}+\ln{10}=

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12.

\ln{40}-\ln{5}=

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13.

4\ln{2}=

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14.

I have my 3rd screenshot for 11.5.b!

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15.

Rewrite x^{9}=2 as a logarithm:

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16.

Rewrite 9^{x}=2 as a logarithm:

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17.

Rewrite 9^{2}=x as a logarithm:

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18.

I have my 4th screenshot for 11.5.b!

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19.

I now have all 5 screenshots for 11.5.b!

No live lab (or assignments) next week-see you in Week 9!

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7.

(15^{3})^{8}=

(Write the expression with the base and exponent, do NOT find the large number in your calculator)

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8.

15^{1}=

(Write the expression with the base and exponent, do NOT find the large number in your calculator)

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9.

3*15^{-8}=

(Write the expression with the base and exponent, do NOT find the number in your calculator)