jeremiah lives in new york city and takes a taxi almost everywhere he goes. in order to calculate the price…

jeremiah lives in new york city and takes a taxi almost everywhere he goes. in order to calculate the price of his taxi ride, jeremiah came up with the equation $p = 1.80\\lceil x\\rceil+ 2.50$, where $x$ is the number of miles or partial miles traveled in the taxi. explain the meaning of the constant 2.50 as it relates to the situation.\n$2.50 is the base amount that jeremiah must pay in order for the taxi to pick him up before he has been driven anywhere.\n$2.50 is the amount jeremiah must pay as long as the taxi has not driven a complete mile.\nfor every mile or partial mile the taxi drives, jeremiah must pay an additional $2.50.\njeremiah must pay $2.50 plus $1.80, or $4.30, per mile for each taxi ride.

jeremiah lives in new york city and takes a taxi almost everywhere he goes. in order to calculate the price of his taxi ride, jeremiah came up with the equation $p = 1.80\\lceil x\\rceil+ 2.50$, where $x$ is the number of miles or partial miles traveled in the taxi. explain the meaning of the constant 2.50 as it relates to the situation.\n$2.50 is the base amount that jeremiah must pay in order for the taxi to pick him up before he has been driven anywhere.\n$2.50 is the amount jeremiah must pay as long as the taxi has not driven a complete mile.\nfor every mile or partial mile the taxi drives, jeremiah must pay an additional $2.50.\njeremiah must pay $2.50 plus $1.80, or $4.30, per mile for each taxi ride.

Answer

Brief Explanations:

In a taxi - fare equation of the form $P = 1.80\lceil x\rceil+2.50$, the term with the variable $x$ (the number of miles or partial miles) represents the cost that depends on the distance traveled. The constant term $2.50$ is the base cost that is charged regardless of the distance traveled. It is the amount Jeremiah must pay for the taxi to pick him up before any distance is covered.

Answer:

$2.50$ is the base amount that Jeremiah must pay in order for the taxi to pick him up before he has been driven.