She can buy maximum of
packages while staying within her budget.
Minimum spending limit
$
.
Maximum spending limit
$
.
Cost of one package of beads
$
.
Number of packages of beads bought
.
Cost of one package of charms
$
.
Let the number of packages of beads bought be
.








So, she can buy maximum of
packages while staying within her budget.
Learn more about solving inequalities here:
brainly.com/question/12189350?referrer=searchResults
For every side you just add 90 to your equation. so #4 would be 360-125-125-55=(55)
Answer:
7c - 28
Step-by-step explanation:
7(c - 4)
(7 × c) + (7 × - 4)
7c + (7 × - 4)
7c + -28
7c - 28
There are 5 pennies in a nickel, and 10 pennies in a dime. Now in $3.90 there are 390 pennies.
n = number of nickels in the pile
d = number of dimes in the pile
we know the pile has 55 coins, therefore whatever "n" and "d" are, we know that
n + d = 55.
now, "n" is how many nickel coins are there, how many pennies is it in total? well, 5 pennies to a nickel, for "n" nickels, will then be 5(n) or
5n.
and "d" is how many dime coins are there, so therefore in "d" coins, there are 10(d) pennies, or
10d.
we also know the total amount of pennies is 390, therefore
5n + 10d = 390.

how many nickel coins are there anyway? well, n = 55 - d.