5N = 0.01(N-76)

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5N = 0.01(N-76)

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Write Equation: Let's start by writing down the equation given in the problem: 5N = 0.01(N - 76) This equation states that 5 times N is equal to 1% of (N minus 76).Distribute 0.01: Next, we need to distribute the 0.01 across the terms inside the parentheses: 5N = 0.01N - 0.01 * 76 This means we multiply 0.01 with N and also with -76.Perform Multiplication: Now, let's perform the multiplication for the second term on the right side of the equation: 5N = 0.01N - 0.76 We have multiplied 0.01 by 76 to get 0.76.Combine Like Terms: To solve for N, we need to get all the N terms on one side of the equation. Let's subtract 0.01N from both sides: 5N - 0.01N = -0.76 This will help us combine like terms.Combine N Terms: Now, let's combine the N terms on the left side: 4.99N = -0.76 We have subtracted 0.01N from 5N to get 4.99N.Isolate N: To find the value of N, we need to divide both sides of the equation by 4.99: N = -0.76 / 4.99 This will isolate N on one side of the equation.Perform Division: Finally, let's perform the division to find the value of N: N ≈ -0.1523 We have divided -0.76 by 4.99 to get the approximate value of N.

$5N =0.01(N-76)$

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5N=0.01(N−76)5N =0.01(N-76)5N=0.01(N−76)

$5N =0.01(N-76)$