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a lemonade stand starts the day with \\$10 in earnings and makes \\$2 f…

Question

a lemonade stand starts the day with \\$10 in earnings and makes \\$2 for each cup of lemonade sold. write a linear function rule that represents the total earnings, y, after x cups are sold.

slope-intercept form
\\(y = mx + b\\)

\\(y = ?x + \box\\)

Explanation:

Identify the rate of change and initial value

$$ LATEXBLOCK0 $$

Substitute into slope-intercept form

$$ LATEXBLOCK1 $$

Determine the value for the requested blank

$$ \text{Coefficient of } x = 2 $$

Answer:

A lemonade stand starts the day with $10 in earnings and makes $2 for each cup of lemonade sold. Write a linear function rule that represents the total earnings, y, after x cups are sold.

\(y =\) <blank>2</blank>\(x + 10\)