If a card value decreases by $2,500 in the first 6 months, how much does the value decreases per month. Solve using division of rational numbers.
To find the value decreases per month, we need to divide the overall decrease in value ($2,500) by the number of months (6).
So, the value decreases per month is $2,500 / 6 = $<<2500/6=416.67>>416.67.
Therefore, the value decreases by $416.67 per month.
To find the value the card decreases per month, we can divide the total decrease by the number of months.
Total decrease: $2,500
Number of months: 6
To find the decrease per month, we divide the total decrease by the number of months:
$2,500 ÷ 6 = $416.67
Therefore, the card decreases in value by $416.67 per month.
To find out how much the card value decreases per month, we need to divide the decrease in value ($2,500) by the number of months (6).
Therefore, the formula to find the decrease per month is:
Decrease per month = Decrease in value ÷ Number of months.
Using this formula, we can solve the problem:
Decrease per month = $2,500 ÷ 6.
To divide rational numbers, we can follow these steps:
1. Write the dividend (numerator) and divisor (denominator) as fractions:
$2,500 ÷ 6 can be written as 2500/6.
2. Multiply both the dividend and divisor by the reciprocal (or flip) of the divisor:
2500/6 * 1/6 = (2500 * 1) / (6 * 6) = 2500 / 36.
3. Simplify the fraction, if possible:
The fraction 2500/36 cannot be simplified further because there is no common factor other than 1.
4. Write your final answer:
The value decreases by approximately $69.44 per month (2500/36 ≈ 69.44).
Therefore, the value of the card decreases by about $69.44 per month.