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Answer:
n = c/5 -2d
Step-by-step explanation:
Each nickel represents 5 cents.
Each dime represent 10 cents.
So, n nickels and d times will be this many cents:
5n +10d = c
We are asked for an expression for n. We can find it using the usual 2-step equation solving process.
5n = c -10d . . . . . subtract 10d
n = c/5 -2d . . . . . divide by 5. This is an expression for n in terms of d.
The value of n in terms of d and c is [tex]n = \frac{c - 10d}{5}[/tex]
- Let the nickels be denoted by n.
- Let the dimes be denoted by d.
- Let the cents be denoted by c.
To find n in terms of d and c.
In this exercise, you're required to write a mathematical (algebraic) expression by using the three given variables and make nickel (n) the subject of formula in terms of d and c..
Note:
- A nickel is 5 cents.
- A dime is 10 cents.
Translating the given word problem into an algebraic expression, we would have;
[tex]5n + 10d = c\\\\5n = c - 10d\\\\n = \frac{c - 10d}{5}[/tex]
Therefore, the value of n in terms of d and c is [tex]n = \frac{c - 10d}{5}[/tex]
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