Alex and his father took a taxi cab that charges $2.60 per mile plus $1.50 for each passenger, and they paid a total of $18.60.
Which statement is true about the solution b = 6 ?
There is not enough information given to determine if the statement "b = 6" is true or false. The statement "b = 6" does not seem to be related to the problem scenario.
To determine the accuracy of the statement b = 6, let's break down the given information.
The taxi cab charges $2.60 per mile, which implies that the total cost for the distance traveled is $2.60 multiplied by the number of miles.
The taxi cab also charges $1.50 for each passenger.
Together, the total cost equals $18.60.
Let's formulate the equation based on this information:
Cost of miles traveled + Cost per passenger = Total cost
Let's denote the number of miles traveled as m and the number of passengers as p.
Thus, the equation can be written as:
$2.60m + $1.50p = $18.60
To investigate the statement b = 6, we need to determine its relevance to the equation. Since there is no mention of "b" in the given information, it is unclear how it is related to the problem.
Therefore, without further information, we cannot conclude that b = 6 is true or relevant to the solution.
To determine whether the statement "b = 6" is true or not, we need some additional context. The equation "b = 6" seems unrelated to the given information about Alex and his father's taxi ride.
From the given information, we know that the total fare was $18.60, and the taxi charges $2.60 per mile plus $1.50 for each passenger. However, we don't have enough information to solve for "b" in equation form as provided. It's possible that the context or question is missing.
If you can provide more details or rephrase the question, I would be happy to assist you in finding the correct solution.