Answer:
Step-by-step explanation:
Answer:
Step-by-step explanation:
Discount = 20% of 129.99
= $26
Price after discount = 129.99 - 26 = $103.99
Tax = 8.5% of 103.99
= $8.84
Selling price including tax = 103.99 + 8.84
= $112.83
Amount saved = 129.99 - 112.83
=$ 17.16
Answer:
We save 16.18 dollars.
Step-by-step explanation:
First, I did calculations on how much money there would be with the discount.
129.99 times 0.2 equals 25.1 [So with the discount, I got 25.1 dollars off.]
129.99 - 25.1 = 104.89 [so with the discount, I just have to pay 104,89, now,]
Now, I did the calculations WITH the SALES TAX.
104.89 times 0.085 equals 8.92 [ so tax is actually 8.92 dollars.]
104.89 + 8.92= 113.81 [ SO, with TAX, the table costs 113.81.]
Now I see how much money I have saved.
104.89 - 113.81 = 16.18
If you still don't get how I got my answer, just ask more questions to me! =)
(m - 6)(m + 3)
My answer: m^2 - 9m + 18
Answer:
$18,000
Step-by-step explanation:
Target is 3000, out of which 1200 will already be earned from salary. So he needs 3000 - 1200 = 1800 from commissions.
As we know, 10% is the commission rate, we need to know "Which numbers' 10% will give us 1800??"
Thus let total sales be x, so we can write 0.1x=18,000
Solving gives us:
He needs to sell $18,000 worth of merchandise to meet his income target for July.
Answer:
Number of Adult tickets sold = 420
Number of Students tickets sold = 360
Step-by-step explanation:
Given as ,
Number of adult ticket + Number of Students tickets = 780
Each Adult ticket cost = $8
Each Student ticket cost = $3
Total of ( Adult ticket cost + Student ticket cost) = $ 4,440
i.e
A + S = 780 ....1
And 8A + 3S = 4440 .....2
Solve eq 1 and 2
Or, 8A + 3S = 4440
3A + 3S = 2340
Or, (8A + 3S) - (3A + 3S) = (4440 - 2340)
or, 5A = 2100
So, A = 420
Now put this A value in eq 1
So 420 + S = 780
Or, S = 780 - 420
So , S = 360
Hence The Number of Adult tickets sold = 420
And The Number of Student tickets sold = 360