Solve Exponent Equation (Fraction Value) (Level 1)
This math topic focuses on solving exponential equations where the results are fractional values. Students are asked to determine the missing exponent in equations that involve bases raised to an unknown power equals fractions. Each problem presents a base and its power equated to the reciprocal of its power in integer form, such as `2^x = 1/8` or `4^x = 1/16`. Multiple-choice answers are provided for each question, testing the student's understanding of exponent rules and logarithmic conversions in solving these types of equations. This is designed as an introductory level to logarithms.
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Solve for the missing exponent
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Math worksheet on 'Logarithms - Solve Exponent Equation (Fraction Value) (Level 1)'. Part of a broader unit on 'Logarithms - Intro' Learn online: app.mobius.academy/math/units/logarithms_intro/ |
Solve for the missing exponent |
x = 1 |
x = -13 |
x = -1 |
x = -5 |
x = -3 |
x = -8 |
Solve for the missing exponent |
x = -10 |
x = -11 |
x = -8 |
x = -2 |
x = -12 |
x = 4 |
Solve for the missing exponent |
x = -2 |
x = -12 |
x = -11 |
x = -6 |
x = 3 |
x = 5 |
Solve for the missing exponent |
x = 6 |
x = 4 |
x = -3 |
x = -4 |
x = 1 |
x = -5 |
Solve for the missing exponent |
x = 3 |
x = -7 |
x = -3 |
x = 4 |
x = 0 |
x = 1 |
Solve for the missing exponent |
x = -6 |
x = 4 |
x = -5 |
x = -12 |
x = -2 |
x = -11 |
Solve for the missing exponent |
x = 3 |
x = -2 |
x = 4 |
x = 0 |
x = -10 |
x = 6 |