Paulo's Pizzeria sells personal pizzas that start at $7 for plain cheese. The pizzeria also offers a variety of toppings, all priced at $1 each.
Write an equation that shows how the price of a personal pizza, y, depends on the number of toppings, x.
Do not include dollar signs in the equation.
y=

The equation of a straight line is an equation that comes in the form of an algebraic equation. It is also referred to as Slope - Intercept form. It can be represented using the equation below:

Equation : y = mx + c

where:

m = Gradient

c = Slope of the line

The equation that shows how the price of a personal pizza y, depends on the number of toppings x is y = 7 + x

This question can be solved and represented using the equation of a straight line.

Let's represent

y = price of a personal pizza

x = number of toppings

The price for a plain cheese pizza = $7

The price for each of the toppings = $1

Therefore, the equation that shows how the price of a personal pizza y, depends on the number of toppings x is written as:

y = $7 + $1 * x

y = 7 + x

To learn more, visit the link below:

https://brainly.com/question/19662046

Paulo's Pizzeria sells personal pizzas that start at $7 for plain cheese. The pizzeria also offers a variety of toppings, all priced at $1 each. Write an equation that shows how the price of a personal pizza, y, depends on the number of toppings, x. Do not include dollar signs in the equation. y=

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Paulo's Pizzeria sells personal pizzas that start at $7 for plain cheese. The pizzeria also offers a variety of toppings, all priced at $1 each.
Write an equation that shows how the price of a personal pizza, y, depends on the number of toppings, x.
Do not include dollar signs in the equation.
y=