Let \(\displaystyle \not{c}\) stand for the cent symbol (absent the actual correct symbol).
\(\displaystyle A \ sign \ inside \ a \ store \ states \ that \ .25\not{c} \ is \ the \ cost \ of \ a \ particular \ item.\)
If \(\displaystyle 100\) of these same items are sold to one customer, no other items are bought by this
customer, and there are no taxes on these \(\displaystyle 100\) items, then what should\(\displaystyle **\) be the total cost
to this customer?
\(\displaystyle **\) versus what likely would be
\(\displaystyle A \ sign \ inside \ a \ store \ states \ that \ .25\not{c} \ is \ the \ cost \ of \ a \ particular \ item.\)
If \(\displaystyle 100\) of these same items are sold to one customer, no other items are bought by this
customer, and there are no taxes on these \(\displaystyle 100\) items, then what should\(\displaystyle **\) be the total cost
to this customer?
\(\displaystyle **\) versus what likely would be