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Draw the equations as lines on a graph and where the lines meet, look at the X coordinate to find X. (3x+3) = 5. 5. X = 22/3 or 7 and a third. 2x + 4. 6x. = 2. 3. 6x = Pythagoras� theorem: a 2 + b 2 = c 2. a^2 +b^2 = c^2 a2 + b2 = c2. sin ? (x) = o p p h y p. \sin (x) = \dfrac {\text {opp}} {\text {hyp}}\,\,\,\, sin(x) = hypopp. cos ? (x) = a d j h y p. \cos (x) = \dfrac {\text {adj}} {\text {hyp}}\,\,\,\, cos(x) = hypadj. tan ? (x) = o p p a d j. Edexcel January Pure Maths Specimen Paper 1 (pdf) Show Step-by-Step Solutions. Figure 1 shows a sketch of the curve with equation. (a) Show that the binomial expansion of (4 + 5x) 1/2. in ascending powers of x, up to and including the term in x 2 is. 2 + 5/4 x + kx 2. giving the value of the constant k as a simplified fraction.
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