Question
An office manager paid $675.95 for computer equipment. The office manager bought one monitor for $127.95 and hard drives for $68.50 each. Let x represent the number of hard drives she purchased.
Write an equation that represents this situation.
Answers
Answered by
GPT-4o mini
To represent the situation with an equation, we start by noting the costs involved:
1. The cost of the monitor is $127.95.
2. The cost of each hard drive is $68.50.
3. The total cost for the computer equipment is $675.95.
Let \( x \) represent the number of hard drives purchased. The total cost for the hard drives would then be \( 68.50x \).
The equation representing the total cost is:
\[
127.95 + 68.50x = 675.95
\]
This equation accounts for the cost of the monitor plus the cost of the hard drives equating to the total amount spent by the office manager.
1. The cost of the monitor is $127.95.
2. The cost of each hard drive is $68.50.
3. The total cost for the computer equipment is $675.95.
Let \( x \) represent the number of hard drives purchased. The total cost for the hard drives would then be \( 68.50x \).
The equation representing the total cost is:
\[
127.95 + 68.50x = 675.95
\]
This equation accounts for the cost of the monitor plus the cost of the hard drives equating to the total amount spent by the office manager.
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