let a0, a1... an be real number. if a0 +a1x +... +anx^n =(x+1) ^3 (x+2)^3...(x+672)^3 determine a2+a4... +a2016
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you have to solve this question on Project Paper (Algebraic way) and after getting the value of “k”, form the new equation, and solve the question Graphically.
3. p and q are zeroes of the quadratic polynomial x-(k+6)x+2(2k-1). Find the value of kif 2(pmedian of scores 3xcube, 5xsquare, 2x is 45 and 3xsquare < 5xsquare < 2x then find it
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