Subjects algebra

Linear Equation 6E820F

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1. **State the problem:** We are given the linear equation $Y = -1x + 9$ and asked to find the answer, which typically means expressing it in a simplified or standard form or finding specific values. 2. **Understand the equation:** This is a linear function where $Y$ depends on $x$. The equation is already simplified: $Y = -1x + 9$. 3. **Rewrite the equation:** We can write $Y = -x + 9$ since $-1x$ is the same as $-x$. 4. **Interpretation:** This equation represents a line with slope $-1$ and $y$-intercept $9$. 5. **If asked for specific values:** For example, if $x=0$, then $Y = -0 + 9 = 9$. 6. **Final answer:** The equation in simplest form is $$Y = -x + 9$$