Additional Mathematics 0606 / Straight-line graphs / 3.233.23: Logarithm equation (adjacent) then linear law0606/21/M/J/22 — Question 2 · 6 marksMark as done · Save for later · Show all solutions(a)Write lgx−lg(x+2)+lg6+lg3\lg x-\lg(x+2)+\lg 6+\lg 3lgx−lg(x+2)+lg6+lg3 as a single logarithm to base 101010.[2]▸ Answer(b)Hence solve lgx−lg(x+2)+lg6+lg3=0\lg x-\lg(x+2)+\lg 6+\lg 3=0lgx−lg(x+2)+lg6+lg3=0.[4]▸ Answer▸ Official mark scheme← 3.21: Linear law: e4ye^{4y}e4y against xxx3.24: Linear law: y3y^{3}y3 against x2x^{2}x2 →