Would you mind changing “instead of making, they make” by some other precise verbs? Your explaination seems very interesting but, probably du to my poor english, I feel like you saying the same thing over and over while changing the numbers and I can’t grasp your explanation.
I see. Since the tarif is proportionate to the final price, the final price needs even higher than the initial price times (1 + tarif) in order to keep the profit the same.
Would you mind changing “instead of making, they make” by some other precise verbs? Your explaination seems very interesting but, probably du to my poor english, I feel like you saying the same thing over and over while changing the numbers and I can’t grasp your explanation.
So if a company still wants to make $2 profit per bottle.
Company raises price to $6.25 to try to cover the tariff (25% increase)
The tariff becomes $1.56 ($6.25 × 25%)
Instead of selling for $5 price, they would sell it for $4.69 effectively ($6.25-$1.56)
Instead of making $2 profit, they would make $1.69 profit ($4.69-$3(production cost))
If they still sold the bottle for $5, paid $1.25 tariff
They would make 75 cents of profit ($5-$3(production cost)-$1.25(tariff))
I see. Since the tarif is proportionate to the final price, the final price needs even higher than the initial price times (1 + tarif) in order to keep the profit the same.
Starting Price / (1-Tariff %) = Final Price Needed to Break Even
$5 / (1-.25) =
5/.75 = $6.67
If an item was $5 and there was a 30% tariff
5 / (1-.30) = $7.14
If there was a 30% tariff and the syrup company wanted to keep same profit they would have to sell each bottle for $7.14.
$7.14 × .30 = $2.14
$7.14 - $2.14 = $5
No, because (1 + tariff) isn’t enough to keep up with the tariff because as the price goes up, the tariff also goes up.
Like in the example going from $5 to $6.25 (5 × (1+.25)). Would result in 31 cents less per bottle.
It needs to be ~33% more or $6.67 for the syrup company to keep the same profit with a 25% tariff.
Final Price × Tariff % = Tariff Amount
Final Price - Tariff Amount = Cost of Good Sold
Cost of Good Sold - Expenses = Profit
So if you need $2 profit
$2 = (Final Price - (Final Price × Tariff %)) - Expenses
$2 = (X - (X×.25)) - $3
$5 = X - .25X
$5 = .75X
X = $6.67
Formula would be
Profit = (Final Price - (Final Price × Tariff %)) - Expenses
Thanks !
No problem!