Question

what is the price of 1 topping if this is the equation f(x)=7.99+1.35x

Answer 1

i mean 2

Answer 2

i mean 6

Answer 3

i mean 10

Answer 4

i mean x

Answer 5

The price of 1 topping is $1.35.

Answer 6

If the equation is f(x) = 7.99 + 1.35x, where x represents the number of toppings and f(x) represents the total price, to find the price of 2 toppings, we need to substitute x = 2 into the equation:

f(2) = 7.99 + 1.35(2)
f(2) = 7.99 + 2.7
f(2) = 10.69

Therefore, the price of 2 toppings would be $10.69.

Answer 7

To find the price of 6 toppings, we will substitute x = 6 into the equation:

f(6) = 7.99 + 1.35(6)
f(6) = 7.99 + 8.10
f(6) = 16.09

Therefore, the price of 6 toppings would be $16.09.

Answer 8

To find the price of 10 toppings, we will substitute x = 10 into the equation:

f(10) = 7.99 + 1.35(10)
f(10) = 7.99 + 13.5
f(10) = 21.49

Therefore, the price of 10 toppings would be $21.49.

Answer 9

If you are looking to find the price of x toppings, you can directly substitute x into the equation f(x) = 7.99 + 1.35x.

So, the price of x toppings would be f(x) = 7.99 + 1.35x.