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Firlakuza [10]
4 years ago
15

Suppose you are looking for a new car and have narrowed down your decision down to a Mustang, but can’t decide on the exact colo

r, transmission, engine, or options package. There are three sizes of engine (3.0 liters, 3.8 liters, and 4.6 liters), two transmissions (standard and automatic), five colors you like (black, silver, red, yellow, and green), and three option packages (GL, Sport, and XL). With all these possible choices, you want to know how many different Mustangs there are from which you must choose.
How many different Mustangs are possible?
a.
90 different Mustangs
b.
13 different Mustangs
c.
30 different Mustangs
d.
45 different Mustangs
Mathematics
2 answers:
Goshia [24]4 years ago
8 0

Answer:

there is no 3.0 liter engine mustang

Step-by-step explanation:

i know which generation u are talking about, it seems like the 1999 to 2004 mustang, there is no (GL, Sport, and XL) trim level for the mustang those are only for the trucks, the real trim levels are (base, GT and cobra}

the base comes with the standard 3.8L v6

the GT comes with the 2 valve per cylinder 4.6 V8

the cobra comes with the 4 valve per cylinder 4.6 V8

it never came with a 3.0 unless you mean 4.0, the 4.0 came out as the standard v6 in 2005.

Keith_Richards [23]4 years ago
5 0
We are given several choices with the corresponding number of possible options for each choice. First, we have to choose between 3 engine sizes, then 2 transmissions, 5 colors, three option packages. To determine how many possible combinations of a Mustang is there to choose from, multiply all options:

3 engines * 2 transmissions * 5 colors * 3 option packages = 90 different Mustangs
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