Judi has $100 and Eleanor has 75 did USA win five dollars per day and Eleanor is 77 per day. What equation represents how much money Eleanor will have in total after saving for d days
The equation representing how much money Eleanor will have in total after saving for d days can be written as:
Eleanor's total money = Eleanor's initial money + (Eleanor's saving rate per day * number of days)
The equation can be represented as:
Eleanor's total money = $75 + ($77 * d)
OR
Eleanor's total money = 75 + 77d.
To represent how much money Eleanor will have in total after saving for d days, we can use the equation:
Total money Eleanor will have = Initial amount Eleanor has + (Eleanor's daily saving x number of days)
In this case, the initial amount Eleanor has is $75, and she is saving $77 per day. Let's substitute these values into the equation:
Total money Eleanor will have = $75 + ($77 x d)
Therefore, the equation that represents how much money Eleanor will have in total after saving for d days is:
Total money Eleanor will have = $75 + ($77 x d)
To represent the amount of money Eleanor will have in total after saving for d days, we need to take into account her initial savings and the amount she saves per day.
Let's break it down step by step:
1. Eleanor has $75 in initial savings.
2. She saves $5 per day.
To determine how much money Eleanor will have after d days, we can express it using the equation:
Total money = Initial savings + (Savings per day * Number of days)
In this case, the equation becomes:
Eleanor's money after d days = $75 + ($5 * d)
So, the equation that represents how much money Eleanor will have in total after saving for d days is:
Eleanor's money after d days = $75 + ($5 * d)