Does x^2+1/2-7.5 Simplify to x²-7?
“x^2+1/2-7.5”
Summary
The term 1/2 equals 0.5, and 0.5 minus 7.5 equals ‑7. Therefore the expression x² + 1/2 ‑ 7.5 reduces to x² ‑ 7.
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So it becomes $5 - x - 3$, not $5 - x + 3$. One skipped sign can change the whole outcome. Canceling terms instead of factors: In $(x² + x) / x$, don’t just cross out the $x$'s. You need to factor first: $x(x + 1) / x = x + 1$. Simplifying works on multiplication, not addition. Ignoring the order of operations: PEMDAS isn’t just a suggestion. Do multiplication and division before addition and subtraction. $3 + 4 × 2$ is $11$, not $14$.