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Solve the following linear equation: 𝑟+144r+1​ ==𝑟r

Question

Solve the following linear equation: 𝑟+144r+1​ ==𝑟r

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Solution

The equation you provided seems to have a formatting issue. However, if you meant the equation to be (r + 144)/(r + 1) = r, here are the steps to solve it:

Step 1: Cross multiply to get rid of the fraction: r(r + 1) = r + 144

Step 2: Distribute r on the left side: r^2 + r = r + 144

Step 3: Subtract r from both sides: r^2 = 144

Step 4: Take the square root of both sides: r = ±12

So, the solutions to the equation are r = 12 and r = -12.

This problem has been solved

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