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Find the values of the letters and give reasons for the steps involved. `4A + 98 = CB3`

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To solve the equation \(4A + 98 = CB3\) and find the values of the letters \(A\), \(B\), and \(C\), we will follow these steps: ### Step 1: Understand the equation We are given the equation \(4A + 98 = CB3\). Here, \(CB3\) represents a three-digit number where \(C\) is the hundreds place, \(B\) is the tens place, and 3 is the units place. ### Step 2: Analyze the units place We need to find \(A\) such that when we add \(4A\) to 98, the unit digit of the result is 3. ...
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