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In this lesson, we will learn how to solve rational equations by eliminating their denominators using the least common denominator.
Q1:
What value of π₯ solves the equation π₯ β 5 4 β 1 = π₯ 2 ?
Q2:
Solve π₯ β 3 4 + 1 3 = 2 π₯ + 3 2 for π₯ .
Q3:
Find the solution set of the equation
Q4:
Given that 7 π₯ π₯ β 3 = 1 6 π₯ π₯ + 3 β 9 , find the value of π₯ .
Q5:
Given that 2 β π₯ β β 1 1 = 2 β π₯ + β 1 1 + 2 β 1 1 , find the value of π₯ .
Q6:
Simplify the function π ( π₯ ) = 5 π₯ β 1 5 π₯ π₯ + 2 π₯ β 1 5 π₯ β 3 6 β π₯ π₯ β π₯ β 3 0 2 4 3 2 2 2 , then find the solution set of the equation π ( π₯ ) = 0 .
Q7:
What is the solution set of the equation 1 π₯ β 1 β 1 π₯ = 1 π₯ β 1 π₯ + 1 ?
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