Answered

which of the following best describes the algebraic expression x/14-3?
a. A number divided by fourteen minus three
b. Fourteen divided by a number minus three
c. A number divided by fourteen less than three
d. Fourteen by a number less than three

Verified Answer :

Louli

Answer:

a. A number divided by fourteen minus 3


Explanation:

Before we begin, remember that:

a - b is read as "A" minus "b"

\(\frac{a}{b}\) is read as "a" divided "b"


Now, for our given:

\(\frac{x}{14} - 3\)


For the first term, we have a given number "x" divided by 14

For the second term, we have three

The operation between the two terms is minus


Combining the above, we can deduce that:

\(\frac{x}{14} - 3\)

is read as a number divided by 14 minus 3


Hope this helps :)

easleeja000

Answer:

Apex !!!!!

C. A number divided by three minus fourteen.

Step-by-step explanation:


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