Solve Log Equation (To Decimals) (Level 1)
This math topic focuses on solving logarithmic equations where the results are expressed in decimal form. It covers problems involving various logarithmic bases, including calculations like \(\log_3 54 = x\) and \(\log_{10} 202 = x\). Students are required to solve for the variable \(x\) and choose answers from multiple-choice options, enhancing their skills in interpreting and solving logarithmic operations accurately. This set of problems is an introductory unit on logarithms, aimed at helping learners understand and apply the concepts of logarithms in mathematical calculations.
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Solve the following logarithm
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Math worksheet on 'Logarithms - Solve Log Equation (To Decimals) (Level 1)'. Part of a broader unit on 'Logarithms - Intro' Learn online: app.mobius.academy/math/units/logarithms_intro/ |
Solve the following logarithm |
x = 5.63 |
x = 1.63 |
x = 2.63 |
x = 3.63 |
x = 4.63 |
Solve the following logarithm |
x = 4.16 |
x = 7.16 |
x = 3.16 |
x = 6.16 |
x = 5.16 |
Solve the following logarithm |
x = 5.42 |
x = 4.42 |
x = 3.42 |
x = 1.42 |
x = 2.42 |
Solve the following logarithm |
x = 7.55 |
x = 10.55 |
x = 8.55 |
x = 9.55 |
x = 6.55 |
Solve the following logarithm |
x = 2.16 |
x = 3.16 |
x = 5.16 |
x = 6.16 |
x = 4.16 |
Solve the following logarithm |
x = 3.31 |
x = 2.31 |
x = 1.31 |
x = 4.31 |
x = 0.31 |
Solve the following logarithm |
x = 4.85 |
x = 1.85 |
x = 5.85 |
x = 3.85 |
x = 2.85 |