Scott buys candy that costs $4 per pound. He will spend at least $36 on candy. What are the possible numbers of pounds he will buy?
Use p for the number of pounds Scott will buy.
Write your answer as an inequality solved for p .
3 answers
$4p \geq $36
what ?
Apologies for the confusion.
Let's solve the problem step by step. We know that Scott buys candy that costs $4 per pound and he will spend at least $36.
To find the possible number of pounds Scott will buy, we can set up an inequality.
The cost of the candy (in dollars) is equal to the price per pound ($4) multiplied by the number of pounds (p):
Cost = $4p
Since Scott will spend at least $36 on candy, we can write the inequality:
$4p ≥ $36
This inequality states that the cost of the candy (4p) is greater than or equal to $36.
Simplifying the inequality, we divide both sides by 4:
p ≥ 9
This means that the possible numbers of pounds Scott will buy are 9 or more.
Let's solve the problem step by step. We know that Scott buys candy that costs $4 per pound and he will spend at least $36.
To find the possible number of pounds Scott will buy, we can set up an inequality.
The cost of the candy (in dollars) is equal to the price per pound ($4) multiplied by the number of pounds (p):
Cost = $4p
Since Scott will spend at least $36 on candy, we can write the inequality:
$4p ≥ $36
This inequality states that the cost of the candy (4p) is greater than or equal to $36.
Simplifying the inequality, we divide both sides by 4:
p ≥ 9
This means that the possible numbers of pounds Scott will buy are 9 or more.
1 answer