KikKid is working for his boss, his boss told him that every hour he works he'll get 10 dollars plus the 5 he got earlier. If KikKid worked for 14 hours how much money would KikKid have?
KikKid would have earned 14 hours * 10 dollars/hour = $<<14*10=140>>140.
In addition to that, he also received 5 dollars, so his total earnings would be 140 dollars + 5 dollars = $<<140+5=145>>145. Answer: \boxed{145}.
Show ur work
To calculate the total amount of money KikKid would have earned, we need to consider two components: the base amount he receives for each hour worked and the extra $5 he received.
Base amount earned per hour = $10
Total number of hours worked = 14
Total amount earned based on hours worked = Base amount * Total number of hours worked = $10 * 14 = $140
Extra amount received = $5
Total amount earned = Total amount earned based on hours worked + Extra amount received = $140 + $5 = $145
Therefore, KikKid would have $145.
Show ur work y=mx+b
The equation y=mx+b is the slope-intercept form of a linear equation, where:
- y represents the dependent variable.
- m represents the slope of the line.
- x represents the independent variable.
- b represents the y-intercept, which is the y-coordinate when x=0.
However, the equation y=mx+b is not applicable to solving the problem you presented about KikKid's earnings. Instead, we can solve it using simple arithmetic operations.
Given:
Base amount earned per hour = $10
Total number of hours worked = 14
Extra amount received = $5
To calculate the total amount earned, we can multiply the base amount by the total number of hours worked and then add the extra amount received:
Total amount earned = (Base amount earned per hour * Total number of hours worked) + Extra amount received
= ($10 * 14) + $5
= $140 + $5
= $145
Therefore, KikKid would have earned $145.