0.24x =___ Add 0.74 to both sides.
0.24x + 0.74 = ___
To add 0.74 to both sides of the equation 0.24x = ___, you perform the following steps:
1. Start with the equation: 0.24x = ___
2. Add 0.74 to both sides of the equation:
0.24x + 0.74 = ___ + 0.74
3. Simplify the equation:
0.24x + 0.74 = ___ + 0.74
4. The new equation is: 0.24x + 0.74 = ___
To solve the equation 0.24x = ___, you need to isolate the variable x. Here's how you can do it:
Step 1: Start with the equation 0.24x = ___.
Step 2: To eliminate the coefficient 0.24, you want to get rid of it by dividing both sides of the equation by 0.24. This will give you x by itself on the left side.
0.24x / 0.24 = ___ / 0.24
Simplifying the left side: x = ___ / 0.24
Step 3: Now, you're left with x = ___ / 0.24. To simplify the right side further, you can perform the given operation, which is adding 0.74 to both sides of the equation.
Adding 0.74 to both sides:
x + 0.74 = (___ / 0.24) + 0.74
Step 4: At this stage, you just need to simplify the right side further. To do that, you need to find a common denominator between 0.24 and 1.
Since 0.24 can be written as 24/100 or 6/25, the common denominator with 1 is 25.
Converting 0.74 into a fraction with a denominator of 25:
0.74 = (74/100) = (37/50)
Now, you can rewrite the equation as:
x + 0.74 = (___ / 0.24) + (37/50)
Step 5: To combine the fractions on the right side, you need to find a common denominator between 0.24 and 25.
Since 0.24 can be written as 6/25, the common denominator is also 25.
Now, rewrite the equation as:
x + 0.74 = (___ * 25/25) + (37/50)
Simplifying the right side:
x + 0.74 = (___ * 25 + 37) / 50
Finally, you have the equation:
x + 0.74 = (___ * 25 + 37) / 50
This is the result of adding 0.74 to both sides of the equation.