Using patterns created by the equation y=14x

, what is the value of y
when x=6
?(1 point)

7 answers

The value of y when x=6 can be found by substituting x=6 into the equation y=14x:

y = 14(6)
y = 84

Therefore, when x=6, y is equal to 84.
Lisa makes a weekly salary of $300. She also gets a $100 bonus every month she works at least 8 shifts. What is the equation that represents her total with a bonus?(1 point)

y=x+?
To find the equation that represents Lisa's total salary with a bonus, we can consider the following information:

Weekly salary = $300
Monthly bonus = $100 (when she works at least 8 shifts)

Let's represent her total salary with a bonus as y and the number of shifts she works in a month as x.

The equation that represents her total salary with a bonus (y) can be written as:
y = 300 + 100(x/8)

Therefore, the equation that represents Lisa's total salary with a bonus is:
y = 300 + 12.5x.
what answer goes on the question mark
To determine what goes in the question mark, we need to calculate the value of the bonus per shift.

Given that she receives a $100 bonus every month she works at least 8 shifts, we can find the bonus per shift by dividing $100 by 8:

Bonus per shift = $100 / 8 = $12.5

Therefore, the value that goes in the question mark is $12.5.
wrong
Apologies for the oversight. Let's re-evaluate it:

Given:
- Lisa's total salary with a bonus is represented as y
- Her weekly salary is $300
- She receives a $100 bonus every month she works at least 8 shifts

To represent her total salary with a bonus using the number of shifts she works in a month (x), the equation can be written as:
y = 300 + 100 * (x ≥ 8)

This equation indicates that she receives the $100 bonus when x is greater than or equal to 8, otherwise the bonus is not included in her total salary.