Step 1: Let's denote Aiden's original salary as X.

Step 2: We know that Aiden saves 50% of his salary, so his savings are 0.5X.

Step 3: If his salary decreases by 30%, his new salary is 0.7X.

Step 4: His savings would also decrease by 30%, so his new savings are 0.5 * 0.7X = 0.35X.

Step 5: We know that the decrease in his savings is $210. So, 0.5X - 0.35X = $210.

Step 6: Simplifying the equation gives 0.15X = $210.

Step 7: Solving for X, we get X = $210 / 0.15 = $1400.

So, Aiden's original salary is $1400.

Question

Step 1: Let's denote Aiden's original salary as X.

Step 2: We know that Aiden saves 50% of his salary, so his savings are 0.5X.

Step 3: If his salary decreases by 30%, his new salary is 0.7X.

Step 4: His savings would also decrease by 30%, so his new savings are 0.5 * 0.7X = 0.35X.

Step 5: We know that the decrease in his savings is $210. So, 0.5X - 0.35X = $210.

Step 6: Simplifying the equation gives 0.15X = $210.

Step 7: Solving for X, we get X = $210 / 0.15 = $1400.

So, Aiden's original salary is $1400.

Knowee AI · Accepted Answer