AQA A-LEVEL MATHEMATICS ACTUAL
PAPER 2026 QUESTIONS WITH
SOLUTIONS GRADED A+
◉ Perpendicular straight lines. Answer: m1 x m2 = -1
◉ Log(a)b=c. Answer: a^c=b
◉ Log(10)x + Log(10)y =. Answer: Log(10)xy
◉ Log(10)x - Log(10)y =. Answer: Log(10)x/y
◉ kLog(10)x =. Answer: Log(10)x^k
◉ Displacement dy/dx =. Answer: Velocity
◉ Velocity dy/dx =. Answer: Acceleration
◉ Cos^2A + Sin^2A=. Answer: 1
◉ 1 + Tan^2A =. Answer: Sec^2A
, ◉ 1 + Cot^2A =. Answer: Cosec^2A
◉ 2SinAcosA =. Answer: Sin2A
◉ Cos^2A - Sin^2A =. Answer: Cos2A
◉ (2tanA)/(1-tan^2A) =. Answer: Tan2A
◉ A^x A^y =. Answer: A^xy
◉ A^x / A^y =. Answer: A^x-y
◉ (A^x)^y. Answer: a^xy
◉ Arc Length (radians) =. Answer: rθ
◉ Sector Area (radians) =. Answer: 1/2 r^2 θ
◉ x^n dy/dx =. Answer: nx^(n-1)
◉ Sinkx dy/dx =. Answer: kCoskx
PAPER 2026 QUESTIONS WITH
SOLUTIONS GRADED A+
◉ Perpendicular straight lines. Answer: m1 x m2 = -1
◉ Log(a)b=c. Answer: a^c=b
◉ Log(10)x + Log(10)y =. Answer: Log(10)xy
◉ Log(10)x - Log(10)y =. Answer: Log(10)x/y
◉ kLog(10)x =. Answer: Log(10)x^k
◉ Displacement dy/dx =. Answer: Velocity
◉ Velocity dy/dx =. Answer: Acceleration
◉ Cos^2A + Sin^2A=. Answer: 1
◉ 1 + Tan^2A =. Answer: Sec^2A
, ◉ 1 + Cot^2A =. Answer: Cosec^2A
◉ 2SinAcosA =. Answer: Sin2A
◉ Cos^2A - Sin^2A =. Answer: Cos2A
◉ (2tanA)/(1-tan^2A) =. Answer: Tan2A
◉ A^x A^y =. Answer: A^xy
◉ A^x / A^y =. Answer: A^x-y
◉ (A^x)^y. Answer: a^xy
◉ Arc Length (radians) =. Answer: rθ
◉ Sector Area (radians) =. Answer: 1/2 r^2 θ
◉ x^n dy/dx =. Answer: nx^(n-1)
◉ Sinkx dy/dx =. Answer: kCoskx