A very old vending machine accepts only nickels (n) and dimes (d). Candy costs up to $0.50, but sometimes the machine will dispense candy without any coins being inserted into the machine. Which inequality shows all of the ways to obtain a candy bar from the machine?

A very old vending machine accepts only nickels (n) and dimes (d). Candy costs up to 0.50, but sometimes the machine will dispense candy without any coins being class=
A very old vending machine accepts only nickels (n) and dimes (d). Candy costs up to 0.50, but sometimes the machine will dispense candy without any coins being class=
A very old vending machine accepts only nickels (n) and dimes (d). Candy costs up to 0.50, but sometimes the machine will dispense candy without any coins being class=
A very old vending machine accepts only nickels (n) and dimes (d). Candy costs up to 0.50, but sometimes the machine will dispense candy without any coins being class=

Verified Answer :

TSO

Candy costs up to $0.50
It costs up to. 

That means it cannot cost more than $
0.50. It can cost $0.50 but it cannot cost more than that. The inequality will be less than or equal to 50 cents

50 cents is 1/2 a dollar.

Now a nickel equals 5 cents. 5 cents is 1/20th of a dollar.
Remember, one dollar = 100 cents

A dime equals 10 cents. 10 cents is 1/10th of a dollar

We get the inequality \(\frac{n}{20} + \frac{d}{10} \leq \frac{1}{2}\) as your final answer.

I hope that helps! If you need any further clarifications, feel free to ask. :)


Answer:

4th Option, D

Step-by-step explanation:

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