4. Sydney says the slope of this line is $$ \frac{6}{4} $$. Deja says, "No, the slope of this line is 1.5. " Who is correct? Explain your thinking.

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Both Sydney and Deja are correct. The slope can be $$ \frac{6}{4} $$ or 1.5. To determine who is correct about the slope of the line, we need to analyze the values given. Sydney states that the slope of the line is $$ \frac{6}{4} $$. We can simplify this fraction: $$ \frac{6}{4} = \frac{3}{2} = 1.5 $$ Deja claims that the slope of the line is 1.5. Since both $$ \frac{6}{4} $$ and 1.5 represent the same value, we can conclude that both Sydney and Deja are correct. The slope of the line can be expressed as either $$ \frac{6}{4} $$ or 1.5, as they are equivalent. Thus, both statements about the slope are valid.

4. Sydney says the slope of this line is \( \frac{6}{4} \). Deja says, "No, the slope of this line is 1.5. " Who is correct? Explain your thinking.

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4. Sydney says the slope of this line is \( \frac{6}{4} \). Deja says, "No, the slope of this line is 1.5. " Who is correct? Explain your thinking.

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