Question

dig deeper you have $5.60 to buy avocados for a guacamole recipe. avocados cost $1.40 each. a. identify an inequality that represents the number x of avocados you can buy. 1.40x ≤ 5.60 1.40x ≥ 5.60 1.40x < 5.60 $\frac{x}{1.40}leq5.60$ the solution is .

Explanation:

Step1: Analyze cost - relationship

The cost of each avocado is $1.40 and the number of avocados is $x$, so the total cost of avocados is $1.40x$. You have $5.60 to spend, which means the total cost of avocados $1.40x$ must be less than or equal to the money you have. So the inequality is $1.40x\leq5.60$.

Step2: Solve the inequality

Divide both sides of the inequality $1.40x\leq5.60$ by $1.40$. We get $x\leq\frac{5.60}{1.40}$. Since $\frac{5.60}{1.40} = 4$, the solution is $x\leq4$.

Answer:

A. $1.40x\leq5.60$
$x\leq4$