Question

44 = 5d + 4 subtract 44 from each side add 4 to each side subtract 4 from each side

Explanation:

Step1: Analyze the equation

We have the equation \(44 = 5d + 4\). To solve for \(d\), we need to isolate the term with \(d\). The first step is to get rid of the constant term on the side with \(d\). The constant term here is \(4\), so we should subtract \(4\) from both sides to start isolating \(5d\).

Step2: Perform the operation

Subtract \(4\) from each side of the equation \(44 = 5d + 4\). So we have \(44 - 4=5d + 4 - 4\), which simplifies to \(40 = 5d\). Then we can further solve for \(d\) by dividing both sides by \(5\), but the question is about the first step, which is subtracting \(4\) from each side.

Answer:

Subtract 4 from each side