A manufacturing company produces x units this week and wants to increase its weekly output by 135 units by next week. The company hopes to make 1450 units next week. Which equation can be used to find x?
x + 135 = 1450
To find the equation that can be used to find x, we can set up the following equation:
x + 135 = 1450
Explanation:
- The variable x represents the number of units produced this week.
- The company wants to increase its weekly output by 135 units, so we add 135 to x.
- The company hopes to make 1450 units next week, so the sum of x and 135 should equal 1450.
Therefore, the equation to find x is: x + 135 = 1450.
To find the equation that can be used to determine the number of units produced this week (x), given the desired output for next week (1450 units) and the desired increase in output (135 units), we can set up the following equation:
x + 135 = 1450
Explanation:
1. Let's break down the problem. The manufacturing company wants to increase its weekly output by 135 units, which means that next week's production will be the current production (x units) plus the desired increase (135 units).
2. We set up the equation by adding the current production (x) to the desired increase (135) and setting it equal to the desired output for next week (1450).
3. By solving this equation, we can find the value of x, which represents the number of units produced this week.
To solve the equation and find the value of x, we can perform the following steps:
x + 135 = 1450
Subtract 135 from both sides of the equation to isolate x:
x = 1450 - 135
x = 1315
Therefore, the equation x + 135 = 1450 can be used to find that the manufacturing company produced 1315 units this week.