Answer:
–7xy³ + 8x²y² – 3x³y/2 + 4x⁴
Step-by-step explanation:
If the polynomial is
8x²y² – 3x³y/2 + 4x⁴ – 7xy³
We are required to pick out of these that which is arranged in standard form.
–7xy³ + 8x²y² – 3x³y/2 + 4x⁴
4x⁴– 7xy³ – 3x³y/2+ 8x²y²
4x⁴ + 8x²y² – 3x³y/2 -7xy³
–7xy³ – 8x²y² + 3x³y/2+ 4x⁴
A polynomial is in standard form when the term with the highest degree in a variable is written first and then followed by the next highest in a descending order. Simply put, when it is written in the descending order of that particular variable.
The polynomial
–7xy³ + 8x²y² – 3x³y/2 + 4x⁴
is written in standard form with ascending powers of x and descending powers of y.
