The price of a new car is $42,500. If sales tax is 9%, then how much will you pay in total for the car?

Answers

Answer 1

Answer:

Answer:

$46325 in total for the car

Step-by-step explanation:

Related Questions

Find the midpoint, M, of AB A = (1,0) B = (5,2)
V = u + 10t Work out the value of v when u = 10 and t = 7
How to do this equation x=7-y
HELP ITS DUE IN 15 mins!!!!! and i need help:(
Solve by multiplication and addition. Show each step of your work. 4x – 3y = 11 3x + y = 18

What is 5 divided by 3,200

Answers

The answer is 640.

32 goes into 5, 6 times.

6x5=30

32-30=2. Then you bring everything down.

And have 200, 200 goes into 5, 40times.

So, you have 640

Stacy goes to the county fair with her friends. The total cost of ride tickets is given by the equation c = 3.5t, where c is the total cost of tickets and t is the number of tickets. If Stacy bought 15 tickets, she would spend

Answers

Answer:

Stacy would spend $52.50 in buying the tickets.

Step-by-step explanation:

The total cost of tickets brought can be calculated by the formula c=3.5 t.

Here t represents the number of tickets .

It is given Stacy bought 15 tickets ,hence t=15.

The total cost of tickets Stacy bought c= 3.5(15)

Or c=52.5

Stacy would spend $52.50 in buying the tickets.

c = 3.5(15)
c = 52.50

Helppppppppppp please...

Answers

order from left to right by row
2
3
80
1
-40
1/6
240

The temperature was 3 degrees Celsius it falls by 7 degrees celcuies what temperature is it now?

Answers

Answer:

-4°

Step-by-step explanation:

3-7 = -4

Log2/3 9/4=x+3 ????????????????

Answers

$log_{ (2)/(3) } (9)/(4) =x+3\n\nlog_{ (2)/(3) }( (2)/(3))^(-2) =x+3\n\n-2=x+3\n\n-x=3+2\n\n-x=5\ /\cdor(-1)\n\nx=-5$

$log_{(2)/(3)}(9)/(4)=x^3\n \n \left((2)/(3)\right)^x+3=(9)/(4)\n \n \left((2)/(3)\right)^(x+3)=\left((2)/(3)\right)^(-2)\n \n x+3=-2\n \n x=-2-3\n \n \boxed{x=-5}$

What number is added to 0.035 to obtain 4.036?

Answers

0.035 + x = 4.036
get x on its own
x = 4.036 - 0.035 = 4.001
so 4.001 is added

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If the player moves the knight from (5,1) to (6,3), the translation made is