Additional Mathematics 0606 / Factors and polynomials / 3.33.3: Binomial product: coefficients of xxx and x2x^{2}x20606/12/M/J/22 — Question 5 · 8 marksMark as done · Save for later · Show all solutionsThe first three terms, in ascending powers of xxx, in the expansion of (1+x6)12(2−3x)3\left(1 + \dfrac{x}{6}\right)^{12}(2 - 3x)^{3}(1+6x)12(2−3x)3 can be written in the form 8+px+qx28 + px + qx^{2}8+px+qx2, where ppp and qqq are constants. Find the values of ppp and qqq.[8]▸ Answer▸ Official mark scheme← 3.26: Polynomial factor and remainder3.4: Factor and remainder on a cubic; p′′(0)p''(0)p′′(0) →