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degree is just the highest exponent value of the term
so can u breifly explain how you got at least one of the answers?
i looked at the exponents to see what number it had, and determined that the number defines the degree of the term...
the terms are : \[-6x^3\] \[6x^2\] \[3x\] \[5\]
6x^2 has a 2 as an exponent, so its a degre of 2
the degrees are the exponents, and the biggest one is 3
its kinda like asking how tall you are, and then asking how you know your that tall. the tape measure says so :)
oh so your looking at the x^3 x^2 x and then nothing , so the 3 is highest so that is first and then so on?
5 counts as a term. its degree is 0
so the degree os polynomial? how did u get that one
poly degree is just highest degree of the terms
x^3 is highest degreed term so poly degree is 3
while we are at it there is more terminology. the LEADING COEFFICIENT is the coefficient of the term of highest degree so in this case it is -6
ok gotcha woohoo thank you!!!!!!
and the CONSTANT is the term of degree 0, so in this case it is 5