Age of car = 5 years. Original cost = $16,995. The current market value is $______. 3,399.00 5,098.50 11,896.50 13,596.00
1 answer:
Answer:
3,399.00
Step-by-step explanation:
According of the market value of a car model (check the attached picture), the market value of car is 20% of its original value after 5 years.
We know from our problem that the original cost of the car is $16,995, so we need to find the 20% of that original cost to find the current market value of the car.
current market value = 20% of $16,995
We need to convert the percentage to decimal so we can multiply the two and find the current value. To do it we just need to divide the percentage by 100%:
(20%)/(100%) =
current market value = (0.2)($16,995)
current market value = $3,399
We can conclude that the current market value of the car after 5 years is 3,399.00
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Answer:
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Step-by-step explanation:
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Answer:
Karen needs to spend $4.5 to buy new hair bands.
Step-by-step explanation:
Given:
Hair bands Karen have = 3
cost of 8 hair bands = $1
Total Hair bands she require = 39
Hence Number of of new hair bands require = Total Hair bands she require - Hair bands Karen have = 39 -3 = 36
we need to find how much money she need to spend to buy new hair bands.
cost of 8 hair bands = $1
Cost of 36 hair bands = money need to spend on hair bands
By using Unitary method we get;
Money spend on new hair bands =
Hence,Karen needs to spend $4.5 to buy new hair bands.