Additional Mathematics 0606 / Straight-line graphs / 3.333.33: Linear law: lgy\lg ylgy against xxx0606/21/M/J/23 — Question 1 · 4 marksMark as done · Save for later · Show all solutionsVariables xxx and yyy are such that when lgy\lg ylgy is plotted against xxx a straight line passing through (1,5)(1, 5)(1,5) and (2.5,8)(2.5, 8)(2.5,8) is obtained. Show that y=A×bxy=A\times b^{x}y=A×bx where AAA and bbb are constants to be found.[4]▸ Answer▸ Official mark scheme← 3.30: Linear law: lny\ln ylny against lnx\ln xlnx for y=Axby=Ax^{b}y=Axb3.34: Linear law: lgP\lg PlgP against TTT for P=AbTP=Ab^{T}P=AbT →