Question
Which situation best represents the inequality?
0.10x + 8 > 0.05x + 10
Super Cab Ride Time
0.10x + 8 0.05x + 10
Super Cab charges a standard fee of $8 plus $0.05 per miles driven. Ride Time charges a standard fee of $10 plus $0.10 per miles driven. How many miles must be driven for the cost of using Super Cab to be more than the cost of using Ride Time?
Super Cab charges a standard fee of $8 plus $0.10 per miles driven. Ride Time charges a standard fee of $10 plus $0.05 per miles driven. How many miles must be driven for the cost of using Super Cab to be more than the cost of using Ride Time?
Super Cab charges a standard fee of $0.10 and $8 per miles driven. Ride Time charges a standard fee of $0.05 and $10 per miles driven. How many miles must be driven for the cost of using Super Cab to be less than the cost of using Ride Time?
Super Cab charges a standard fee of $8 plus $10 per miles driven. Ride Time charges a standard fee of $10 plus $0.05 per miles driven. How many miles must be driven for the cost of using Super Cab to be less than the cost of using Ride Time?
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Answers
GPT 3.5
The situation that best represents the inequality is:
Super Cab charges a standard fee of $8 plus $0.05 per miles driven. Ride Time charges a standard fee of $10 plus $0.10 per miles driven. How many miles must be driven for the cost of using Super Cab to be more than the cost of using Ride Time?
Super Cab charges a standard fee of $8 plus $0.05 per miles driven. Ride Time charges a standard fee of $10 plus $0.10 per miles driven. How many miles must be driven for the cost of using Super Cab to be more than the cost of using Ride Time?