Answer :
we may use terms with x raised to 15 and go on until x raised to power 1
Each term consists of a + or - , a coefficient , x raised to some power
x^ 15 + a x^14 - b x^13 + c x^12 - 14 x^11 - x^10 + x^9 - 8 x^8
+ 99 x&7 - x^6 - x^5 + 3 x^4 + 2 x^2 - x + 45
we can expand (x + 1)^14 then we get 15 terms
we can expand (x+1)^15 then we get 16 terms but there are 15 terms with variable x.
Each term consists of a + or - , a coefficient , x raised to some power
x^ 15 + a x^14 - b x^13 + c x^12 - 14 x^11 - x^10 + x^9 - 8 x^8
+ 99 x&7 - x^6 - x^5 + 3 x^4 + 2 x^2 - x + 45
we can expand (x + 1)^14 then we get 15 terms
we can expand (x+1)^15 then we get 16 terms but there are 15 terms with variable x.
Polynomial with 15 terms in variable
97 x^15 10x^14 + 19 x^13 - 20 x^12 + 18 x^11 - 12 x^10 + 17 x^9 + 21 x^8 - 23 x^7 +
13 x^6 + 99 x^5 - 39 x^4 + 13 x^3 - 12 x^2 +134 x
97 x^15 10x^14 + 19 x^13 - 20 x^12 + 18 x^11 - 12 x^10 + 17 x^9 + 21 x^8 - 23 x^7 +
13 x^6 + 99 x^5 - 39 x^4 + 13 x^3 - 12 x^2 +134 x