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Waec 2019 Further Mathematics Past QuestionsQuestion 46:In the diagram, a mass of 12kg hanging from a light inextensible string is pulled aside by a horizontal force, R, such that the string is inclined at 45\(^o\) to the vertical. If the system is in equilibrium, calculate the; (a) tension in the string; (b) value of R Question 47:(a). \(\frac{T}{\sin 90^o}\) = \(\frac{120}{sin 135^o}\) and found T = 169.71N (b) \(\frac{R}{\sin 135^o}\) = \(\frac{120}{\sin 135^o}\) R = 120N Question 48:(a) If sin p = \(\frac{1}{2}\) and cos q = \(\frac{1}{3}\), evaluate sin(p - q), where 0\(^o\) \(\geq\) p \(\geq\) 90\(^o\) and 90\(^o\) \(\geq\) q \(\geq\) 180\(^o\) b) Using trapezum rule with seven ordinates, evaluate \(\int^4_1\frac{2}{\sqrt{x + 3}}\)dx Question 49:Using determinants, solve the following equations simultaneously. 5x — 6y + 4z = 15 7x + 4y — 3z = 19 2x + y + 6z = 46 Question 50:The table shows the distribution of masks obtained by students in an examination.
Using an assumed mean of 67, calculate, correct to one decimal place. the a) Mean b) Standard deviation of the distribution |
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