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AustraliaVIC
VCE 12 Methods 2023

4.04 Logarithms and indices

Interactive practice questions

Rewrite the equation $5^2=25$52=25 in logarithmic form (with the index as the subject of the equation).

Easy
< 1min

Rewrite the equation $3^1=3$31=3 in logarithmic form (with the index as the subject of the equation).

Easy
< 1min

Rewrite the equation $2^0=1$20=1 in logarithmic form (where the index is the subject of the equation).

Easy
< 1min

Rewrite the equation $\left(4.4\right)^0=1$(4.4)0=1 in logarithmic form (with the index as the subject of the equation).

Easy
< 1min
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Outcomes

U34.AoS2.11

apply algebraic, logarithmic and circular function properties to the simplification of expressions and the solution of equations

U34.AoS2.7

exponent laws and logarithm laws

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