Transcript text: \[
4.8 t-3=3.8 t-3
\]
The solution set is $\square$
Solution
Solution Steps
To solve the equation \(4.8t - 3 = 3.8t - 3\), we need to isolate the variable \(t\). First, we'll move all terms involving \(t\) to one side of the equation and constant terms to the other side. Then, we'll solve for \(t\) by simplifying the equation.
Step 1: Set Up the Equation
We start with the given equation:
\[
4.8t - 3 = 3.8t - 3
\]
Step 2: Move Terms Involving \(t\) to One Side
Subtract \(3.8t\) from both sides to isolate terms involving \(t\):
\[
4.8t - 3.8t - 3 = -3
\]
Step 3: Simplify the Equation
Simplify the left side:
\[
1.0t - 3 = -3
\]
Step 4: Isolate \(t\)
Add 3 to both sides to solve for \(t\):
\[
1.0t = 0
\]
Step 5: Solve for \(t\)
Divide both sides by 1.0 to find the value of \(t\):
\[
t = 0.0
\]