If y represents the income earned by workers in a factory, find the range of their income which satisfies the following inequality: 4Y - 300 > 500.
Question 1 Report
If y represents the income earned by workers in a factory, find the
range of their income which satisfies the following inequality: 4Y - 300
> 500.
Answer Details
The given inequality is 4y - 300 > 500.
To solve for y, we can add 300 to both sides of the inequality:
4y - 300 + 300 > 500 + 300
Simplifying, we get:
4y > 800
Next, we divide both sides by 4:
4y/4 > 800/4
Simplifying further, we get:
y > 200
Therefore, the range of income earned by workers that satisfies the inequality 4y - 300 > 500 is y > 200.
This means that any income greater than 200 will satisfy the inequality, and any income less than or equal to 200 will not satisfy it.
So, the correct option is "y > 200".
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