Kaya wants to buy a new gaming system, but it is expensive. She has decided to save 18%
of her paycheck each month until she can afford the new system that she wants. She earns $1,525.00
each month. She will have enough money after 8 months. How much will Kaya have saved after 8 months?
Kaya will save 18% of $1,525.00 each month, which is 0.18 * $1,525.00 = $<<0.18*1525=274.50>>274.50.
After 8 months, Kaya will save $274.50 * 8 = $<<274.50*8=2196>>2196. Answer: \boxed{2196}.
To find out how much Kaya will have saved after 8 months, we need to calculate 18% of her paycheck and multiply it by the number of months.
1. Calculate 18% of Kaya's paycheck:
18% = 18/100 = 0.18
0.18 * $1,525.00 = $274.50
2. Multiply the amount saved each month by the number of months:
$274.50 * 8 = $2,196.00
Therefore, Kaya will have saved $2,196.00 after 8 months.
To calculate the amount Kaya will have saved after 8 months, we need to find 18% of her monthly paycheck and multiply it by the number of months.
Step 1: Calculate the percentage of her monthly paycheck to save:
To find 18% of $1,525.00, we can use the formula:
(18/100) x $1,525.00
Calculating it:
(18/100) x $1,525.00 = 0.18 x $1,525.00 = $274.50
Step 2: Calculate the total amount saved after 8 months:
To find the total amount saved, we multiply the amount saved each month ($274.50) by the number of months (8):
$274.50 x 8 = $2,196.00
Therefore, Kaya will have saved $2,196.00 after 8 months.