Additional Mathematics 0606 / Straight-line graphs / 3.243.24: Linear law: y3y^{3}y3 against x2x^{2}x20606/21/M/J/22 — Question 3 · 4 marksMark as done · Save for later · Show all solutionsVariables xxx and yyy are such that when y3y^{3}y3 is plotted against x2x^{2}x2, a straight line passing through (9,8)(9, 8)(9,8) and (16,1)(16, 1)(16,1) is obtained. Find yyy as a function of xxx.[4]▸ Answer▸ Official mark scheme← 3.23: Logarithm equation (adjacent) then linear law3.25: Find kkk in y=kx2y=kx^{2}y=kx2 with surd data →