2006 Sqa Higher Maths Paper 2 No 5 Differential Equation Youtube Finding the general equation of a curve given the equation of the derivative.finding the particular equation of the curve passing through a given point.instr. G2 find gradient from 2 pts, angle equ. of line g10 find the equation of a circle g26 calculate the scalar product g3 find equation of a line g11 find equation of a tangent to a circle g27 use: if u, v are perpendicular then v.u=0 g4 interpret all equations of a line g12 find intersection of line & circle g28 calculate the angle between two vectors.
2006 Mathematics Higher â Paper 2 Finalised Marking Sqa Find the value of k such that the equation kx kx 6 = roots. the parabola with equation y = x — 14x 53 has a tangent at the point p (8, 5). (a) find the equation of this tangent. (b) show that the tangent found in (a) is also a tangent to the parabola with equation y = —x2 10x — 27 and find the q 0, k 0, has equal — kx —. Higher maths 2006 paper 2 solutions 1. (a) m ps = 4 2 6 0 1 m ps = 2 6 y – 6 = 3 (x – 4) m ps = 3 3y – 18 = –x 4 for perpendicular lines, x 3y = 22 31 1 × 2 1m qs= equation of qs is x 3y = 22 (b) qs crosses x axis when y = 0, x = 22 q(22,0) pq = 22 – 2 = 20 units r(24,6) 2. kx2 kx 6 = 0 for equal roots, b2 – 4ac = 0 a. Older higher past papers. these past papers are in a different format, but most questions are still useful practice. 1995 papers. − solutions. − mark scheme. 1996 papers. − solutions. − mark scheme. 1997 papers. Sqa higher maths 2017 paper 2 q7. (a) find the x coordinate of the stationary point on the curve with equation y = 6 x − 2 x 3. (b) hence, determine the greatest and least values of y in the interval 1 ≤ x ≤ 9. show answer. to find the coordinate of the stationary point, we first differentiate: the coordinate of the stationary point is.
Specimen Sqa New Higher Maths Paper 2 No 5 Equation Of A Circle Youtube Older higher past papers. these past papers are in a different format, but most questions are still useful practice. 1995 papers. − solutions. − mark scheme. 1996 papers. − solutions. − mark scheme. 1997 papers. Sqa higher maths 2017 paper 2 q7. (a) find the x coordinate of the stationary point on the curve with equation y = 6 x − 2 x 3. (b) hence, determine the greatest and least values of y in the interval 1 ≤ x ≤ 9. show answer. to find the coordinate of the stationary point, we first differentiate: the coordinate of the stationary point is. Specimen papers. 2023 paper 2 (x847 76) (qp) 2023 paper 1 (x847 76) (qp) visit all of our sqa higher past papers here. increase your exam confidence with these sqa higher maths past papers. includes exam papers and mark schemes organised by year. 5 sometimes the method to be used in a particular question is explicitly stated; no credit will be given where a candidate obtains the correct answer by an alternative method. 6 where the method to be used in a particular question is not explicitly stated, full credit.
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