George goes to the supermarket to buy some canned tomatoes to make salsa for a party. The cans are on sale for $0.95 each. He has $4.75. Let x represent the number of cans that he can buy. Write the equation that models this situation.
0.95x = 4.75
Ok
The equation that models this situation is:
0.95x = 4.75
To write an equation that models the situation, we need to consider the cost of the canned tomatoes and the available budget.
Let's break down the information given:
- The cans are on sale for $0.95 each.
- George has $4.75.
We can denote x as the number of cans George can buy.
The cost of x cans is given by multiplying the number of cans by the cost per can, which is $0.95. So, the cost of x cans would be 0.95x.
Now, we need to ensure that the cost of the cans does not exceed George's budget. Since he has $4.75 available, we can set up the equation:
0.95x ≤ 4.75
This equation states that the cost of x cans (0.95x) should be less than or equal to $4.75.
Therefore, the equation that models this situation is 0.95x ≤ 4.75.