funke gets 2.50as pocket money.she spends 75k and save the rest.what is the ratio of her saving to the amount she spends
(250-75)/75 = 7/3
Thanks
To find the ratio of Funke's savings to the amount she spends, we need to calculate both the savings and the amount she spends.
First, we calculate the amount Funke spends. She receives $2.50 as pocket money and spends $0.75k (which is the same as $750). We can convert $0.75k to dollars by multiplying it by 1000 since "k" stands for "kilo" which means thousand.
Amount Funke spends = $2.50 - $0.75k = $2.50 - $750 = $2.50 - $750 × 1000 = $2.50 - $750,000 = -$749,997.50.
We can see that Funke has spent more money than she has, which doesn't make sense in this context. Please double-check the given information and make sure it's accurate.
To find the ratio of Funke's savings to the amount she spends, we need to determine how much she saves and how much she spends.
First, we need to calculate the amount Funke saves. We know she gets 2.50 as pocket money, and she spends 75k. To find the amount she saves, we subtract her spending from her pocket money:
Savings = Pocket Money - Spending
= 2.50 - 75k
Since we are given her pocket money as 2.50, we need to convert it to the same units as her spending (75k). Let's assume that "k" represents thousands, so we need to convert 2.50 to thousands as well:
Pocket Money in thousands = 2.50k
Savings = Pocket Money in thousands - Spending
= 2.50k - 75k
Now, we can calculate the ratio of savings to spending:
Ratio = Savings / Spending
Substituting the values we have:
Ratio = (2.50k - 75k) / 75k
Let's calculate this:
Ratio = (2.50k / 75k) - (75k / 75k) -> Dividing both terms by 75k
Ratio = 2.50/75 - 1
Simplifying:
Ratio = 0.033333333 - 1
Thus, the ratio of Funke's savings to the amount she spends is approximately 0.033333333 to 1.