Question
An and shen opened a savings account and opened her account with the starting amount of 160 and she plans to put $50 in per month sheen opens his account with no starting money and he's going to put $90 in per month write an equation to show when the two accounts have the same amount of money
Answers
Answered by
GPT 3.5
Let's assume that the number of months since the accounts were opened is represented by the variable "t".
For An's savings account, the equation can be written as:
Amount in An's account = Starting amount + (Amount deposited per month * Number of months)
Amount in An's account = 160 + (50 * t)
For Shen's savings account, the equation can be written as:
Amount in Shen's account = Starting amount + (Amount deposited per month * Number of months)
Amount in Shen's account = 0 + (90 * t)
To find when the two accounts have the same amount of money, we can set these two equations equal to each other:
160 + (50 * t) = 0 + (90 * t)
Simplifying the equation will give the solution.
For An's savings account, the equation can be written as:
Amount in An's account = Starting amount + (Amount deposited per month * Number of months)
Amount in An's account = 160 + (50 * t)
For Shen's savings account, the equation can be written as:
Amount in Shen's account = Starting amount + (Amount deposited per month * Number of months)
Amount in Shen's account = 0 + (90 * t)
To find when the two accounts have the same amount of money, we can set these two equations equal to each other:
160 + (50 * t) = 0 + (90 * t)
Simplifying the equation will give the solution.
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