Aaron works 3 1/2 hours every Saturday at a rate of $7.25 per hour. He is paid every four weeks if it’s basket in a one dollar raise how much for Aaron Petras next paycheck
To find the amount of Aaron's next paycheck, we need to calculate his total earnings for the 4-week period and then add the raise.
First, we calculate Aaron's earnings per hour: $7.25/hour
Next, we find the total number of hours Aaron works in 4 weeks: 3.5 hours/week * 4 weeks = 14 hours
Now, we calculate Aaron's total earnings before the raise: $7.25/hour * 14 hours = $101.50
Finally, we add the raise of $1 to Aaron's total earnings: $101.50 + $1 = $102.50
Therefore, Aaron's next paycheck will be $102.50.
Jason is saving up for a skateboard and helmet. The skateboard is $45.50 with tax and the helmet is $18.25 with tax. He earned 1/3 of the money mowing lawns and the rest by babysitting. How much did Jason earn babysitting?
Let's assume Jason earned x dollars babysitting.
Jason earned 1/3 of the money through mowing lawns, so he earned 1/3 * (45.50 + 18.25) = 1/3 * 63.75 = 21.25 dollars mowing lawns.
Since Jason earned x dollars babysitting and a total of 21.25 dollars mowing lawns, the combined amount he earned is x + 21.25 dollars.
He needs to earn a total of 45.50 + 18.25 = 63.75 dollars for the skateboard and helmet.
Therefore, the equation to solve for x is: x + 21.25 = 63.75
Subtracting 21.25 from both sides of the equation: x = 63.75 - 21.25 = 42.50
Jason earned $42.50 babysitting.
Jerry was using a recipe for a large cake that require 1/3 of a tablespoon of cinnamon instead of making one large cake jury decides he’s a recipe for Smallcakes how much cinnamon what she used for each of the four small cakes
If the recipe calls for 1/3 of a tablespoon of cinnamon for one large cake, then to make four small cakes, we need to divide the amount of cinnamon required by 4.
1/3 tablespoon of cinnamon divided by 4 equals (1/3) ÷ 4 = 1/12 tablespoon of cinnamon.
Therefore, Jerry would need 1/12 tablespoon of cinnamon for each of the four small cakes.
To calculate Aaron's next paycheck, we'll need to consider his current rate, hours worked, and the recent raise.
Let's break it down step by step:
Step 1: Calculate his total earnings for one week:
Since Aaron works 3 1/2 hours every Saturday and earns $7.25 per hour, we can multiply the number of hours worked by the rate per hour to find his weekly earnings:
$7.25 per hour * 3.5 hours = $25.37
Step 2: Calculate his total earnings for four weeks:
To determine Aaron's total earnings for four weeks, we multiply his weekly earnings by the number of weeks in the given period:
$25.37 * 4 = $101.48
Step 3: Incorporate the raise:
Since Aaron's rate increased by one dollar, we need to add this raise to his total earnings for four weeks:
$101.48 + $1.00 = $102.48
Therefore, Aaron Petras' next paycheck will amount to $102.48.
To calculate Aaron's next paycheck, we need to multiply the number of hours he works by his hourly rate and then add any raise he received.
First, let's calculate his regular earnings.
Since Aaron works 3 1/2 hours every Saturday, he works 3.5 hours in a week. Let's multiply this by his hourly rate of $7.25.
3.5 hours/week * $7.25/hour = $25.375/week
Now, let's calculate his earnings over a four-week period.
$25.375/week * 4 weeks = $101.50
So, Aaron's regular earnings over a four-week period would be $101.50.
You mentioned that there is a $1 raise, which means his hourly rate is now $7.25 + $1 = $8.25.
Using the new hourly rate, we can calculate his new earnings over a four-week period:
3.5 hours/week * $8.25/hour = $28.875/week
$28.875/week * 4 weeks = $115.50
So, with a $1 raise, Aaron's new earnings over a four-week period would be $115.50.