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Cambridge Additional Mathematics 2012 Past Paper May June Paper 21 | 23

Question 1 (i) Given that (A =left(begin{array}{rr}4 & -3 \ 2 & 5end{array}right),) find the inverse matrix (A ^{-1}).(ii) Use your answer to part (i) to solve the simultaneous equations[begin{array}{l}4 x-3 y=-10 \2 x+5 y=21end{array}] Question 2 A cuboid has a square base of side ((2+sqrt{3}) cm) and a volume of ((16+9 sqrt{3}) cm ^{3}). … Read more

Add Maths 2012 May-June Paper 21 23 Q12

Download pdf The equation of a curve is y=2x220x+37y=2x220x+37. Express yy in the form a(x+b)2+c,a(x+b)2+c, where a,ba,b and cc are integers. Write down the coordinates of the stationary point on the curve. A function ff is defined by f:x2x220x+37f:x2x220x+37 for x>kx>k. Given that the function … Read more

Add Maths 2010 May-June Paper 11

1. Show that (frac{1}{1-cos theta}+frac{1}{1+cos theta}=2 operatorname{cosec}^{2} theta). [3] Answer 2. Express (lg a+3 lg b-3) as a single logarithm. [3] Answer 3. (a) Shade the region corresponding to the set given below each Venn diagram. (b) Given that (P=left{p: tan p=1right.) for (left.0^{circ} leqslant p leqslant 540^{circ}right}), find (n (P)). Answer 4. (a) Solve … Read more