3x+2y >= 24 Erica's goal is to score at least 24 points in her next playground basketball game. The given inequality represents this goal, where x is the number of 3 point field goals she scores and y is the number of 2 -point field goals she scores. If she scores 53 -point field goals, what is the minimum number of 2 point field goals she must score to meet her scoring goal?

Substitute x with 5: Substitute x with 5 in the inequality 3x + 2y >= 24 to find the minimum value of y.Do the multiplication: Do the multiplication: 3 * 5 = 15.Subtract to isolate y: Subtract 15 from both sides to isolate the term with y.Do the subtraction: Do the subtraction: 24 - 15 = 9.Divide to solve for y: Divide both sides by 2 to solve for y.

Resources

Testimonials

Plans

Resources

Testimonials

Plans

AI tutor

Welcome to Bytelearn!

Let’s check out your problem:

3x+2y >= 24
Erica's goal is to score at least 24 points in her next playground basketball game. The given inequality represents this goal, where
x is the number of 3 point field goals she scores and
y is the number of 2 -point field goals she scores. If she scores 53 -point field goals, what is the minimum number of 2 point field goals she must score to meet her scoring goal?

$3x+2y \geq 24$ $\newline$ Erica's goal is to score at least $24$ points in her next playground basketball game. The given inequality represents this goal, where $\newline$ x is the number of $3$ point field goals she scores and $\newline$ y is the number of $2$ -point field goals she scores. If she scores $5$ $3$ -point field goals, what is the minimum number of $2$ point field goals she must score to meet her scoring goal?

View step-by-step help

Home

Math Problems

Grade 7

One-step inequalities: word problems

Full solution

3x+2y \geq 24

\newline

Erica's goal is to score at least

24

points in her next playground basketball game. The given inequality represents this goal, where

\newline

x is the number of

3

point field goals she scores and

\newline

y is the number of

2

-point field goals she scores. If she scores

5

3

-point field goals, what is the minimum number of

2

point field goals she must score to meet her scoring goal?

Substitute $x$ with $5$ : Substitute $x$ with $5$ in the inequality $3x + 2y \geq 24$ to find the minimum value of $y$ .
Do the multiplication: Do the multiplication: $3 \times 5 = 15$ .
Subtract to isolate $y$ : Subtract $15$ from both sides to isolate the term with $y$ .
Do the subtraction: Do the subtraction: $24 - 15 = 9$ .
Divide to solve for $y$ : Divide both sides by $2$ to solve for $y$ .