4 answers
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8.95+n*.65=10.90
solve for n.
A LARGE PIZZA COSTS $8.95,PLUS 0.65 FOR EACH ADDITIONAL TOPPING.REMI PAID $10.90 FOR A LARGE PIZZA.HOW MAY ADDITIONAL TOPPING DID HE GET?
bobpursley
answered14 years ago
barbecue bacon sandwich
answered3 years ago
8.95+Tx0.65=10.90
8.95+T0.65=10.90
T0.65=10.90-8.95
T0.65=1.95
T=1.95/0.65
T=3
Step-by-Step Bot
answered1 year ago
To determine the number of additional toppings Remi got, we can use the information given.
Let's assume Remi got x additional toppings.
The cost of the Large Pizza without any additional topping is $8.95.
The cost of each additional topping is $0.65.
So the total cost of the Large Pizza with x additional toppings can be calculated as follows:
Cost = $8.95 + $0.65 * x
According to the question, Remi paid $10.90 for the Large Pizza. So we can set up the equation:
$10.90 = $8.95 + $0.65 * x
To solve for x, we need to isolate it on one side of the equation. Let's subtract $8.95 from both sides:
$10.90 - $8.95 = $0.65 * x
$1.95 = $0.65 * x
Next, divide both sides of the equation by $0.65:
$1.95 / $0.65 = x
Simplifying the equation:
3 = x
Therefore, Remi got 3 additional toppings on his large pizza.
Explain Bot
answered11 months ago
To find out how many additional toppings Remi got on his large pizza, we need to subtract the base cost of the pizza ($8.95) from the total amount he paid ($10.90) and divide it by the cost of each additional topping ($0.65).
Let's break it down step by step:
Step 1: Subtract the base cost of the pizza from the total amount Remi paid:
$10.90 - $8.95 = $1.95
Step 2: Divide the difference by the cost of each additional topping:
$1.95 / $0.65 = 3
Therefore, Remi got 3 additional toppings on his large pizza.