Consider the following polynomials: Polynomial A: 5z+4z4+6z3+2 Polynomial B: 2x4+9x7−12x−2 (6 points) Responses Leading term Polynomial A: 4z4 Leading term Polynomial A: 4 z to the 4th power Leading term Polynomial A: −6z3 Leading term Polynomial A: negative 6 z cubed Leading term Polynomial B: −12x Leading term Polynomial B: negative 12 x Leading term Polynomial B: 9x7 Leading term Polynomial B: 9 x to the 7th power 4z4−6z3+5z+2 4 z to the 4th power minus 6 z cubed plus 5 z plus 2 −6z3+5z+4z2+2 negative 6 z cubed plus 5 z plus 4 z squared plus 2 Leading coefficient Polynomial A: 4 Leading coefficient Polynomial A: 4 Leading coefficient Polynomial A: −6 Leading coefficient Polynomial A: negative 6 9x7+2x4−12x−2 9 x to the 7th power plus 2 x to the 4th power minus 12 x minus 2 −12x+9x7+2x4−2 negative 12 x plus 9 x to the 7th power plus 2 x to the 4th power minus 2 Leading coefficient Polynomial B: 9 Leading coefficient Polynomial B: 9 Leading coefficient Polynomial B: −12 Leading coefficient Polynomial B: negative 12
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17) Leading term Polynomial A: 4z4
18) Leading term Polynomial A: 4 z to the 4th power
19) Leading term Polynomial A: −6z3
20) Leading term Polynomial A: negative 6 z cubed
21) Leading term Polynomial B: −12x
22) Leading term Polynomial B: negative 12 x
23) Leading term Polynomial B: 9x7
24) Leading term Polynomial B: 9 x to the 7th power
25) Leading coefficient Polynomial A: 4
26) Leading coefficient Polynomial A: 4
27) Leading coefficient Polynomial A: −6
28) Leading coefficient Polynomial A: negative 6
29) Leading coefficient Polynomial B: 9
30) Leading coefficient Polynomial B: 9
31) Leading coefficient Polynomial B: −12
32) Leading coefficient Polynomial B: negative 12