Answer:
15 > 3 + 2.15 M is the required inequality to represent how far Ronan can travel if he cant spend over 15 dollars on cab fare.
Explanation:
Here, the total maximum allowance of Ronan for cab fare = $ 15
The fixed cab fare = $3
Also, the fare per mile traveled by cab = $2.15
Now, 1 miles traveled cost $2.15.
let us assume Ronan travels M miles in TOTAL.
So, the cost for M miles = M x ( Cost per mile) = M ( $2.15) = 2.15 M
Now, TOTAL FARE = FIXED CAB RATE + RATE paid for M miles
or, $15 = $ 3 + 2.15 M
Also, he can spend maximum of $15 on cab fare.
⇒ 15 > 3 + 2.15 M
Hence, 15 > 3 + 2.15 M is the required inequality to represent how far Ronan can travel if he cant spend over 15 dollars on cab fare.