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Which of the following shows 2x3y − 3x2 + 7y2x − 12y written in standard form? 2x3y + 7y2x − 3x2 − 12y −12y + 7y2x − 3x2 + 2x3y 7y2x − 12y + 2x3y − 3x2 −12y − 3x2 + 7y2x + 2x3y
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for each term, add the exponents together
then order the terms from highest exponent sum to least
\[2x ^{3} y − 3x ^{2} + 7y ^{2} x − 12y\]
2x^3 * y ---> 3 + 1 = 4 3x^2 ---> 2 7yx^2 ---> 3 12y ---> 1 so the order is 2x^3y + 7yx^2 - 3x^2 + 12y
*-12y
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