A box of candies at the movie theater cost $4.50 in a drink cost dollars X the cost of the candy and drinks together is $6.75 complete install the equation that represents the cost of a drink
Let the cost of the drink be represented by the variable D.
The cost of the candy is given as $4.50, so the equation representing the cost of candy is 4.50.
The total cost of candy and drink together is given as $6.75.
So, the equation representing the cost of candy and drink together is:
Candy cost + Drink cost = Total cost
4.50 + D = 6.75
Therefore, the equation that represents the cost of a drink is D = 6.75 - 4.50 = 2.25.
To find the equation that represents the cost of a drink, let's break down the information given:
1. The cost of a box of candies at the movie theater is $4.50.
2. The cost of a drink is denoted by the variable "X."
3. The cost of the candy and drinks together is $6.75.
We can set up the equation as follows:
Cost of Candy + Cost of Drink = Total Cost
$4.50 + X = $6.75
Therefore, the equation that represents the cost of a drink is:
X = $6.75 - $4.50
Now, we can simplify the equation:
X = $2.25
So, the cost of a drink is $2.25.
Let's assume the cost of a drink is represented by 'D'.
From the given information, we know that the cost of the candy is $4.50.
We also know that the cost of both the candy and the drink together is $6.75.
To write an equation representing the cost of a drink, we can add the cost of the candy and the cost of the drink, which should equal the total cost.
So, the equation can be written as:
4.50 + D = 6.75