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<html><body>(a) The angle of depression of a point P on the ground from the top T of a building is 23.6°. If the distance from P to the foot of the building is 50m, calculate, correct to the nearest metre, the height if the building.(b) <img alt="" src="https://data.ulearngo.com/assets/ac689d24-ce9b-44b2-a8ef-41cb8aeaa307"/>In the diagram, \(PT // SU, QS // TR, /SR/ = 6cm\) and \(/RU/ = 10 cm\). If the area of \(\Delta TRU = 45 cm^{2}\), calculate the area of the trapezium QTUS.</body></html>

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<html><body>(a) Solve the equation : \(\frac{2}{3}(3x - 5) - \frac{3}{5}(2x - 3) = 3\)(b) <img alt="" src="https://data.ulearngo.com/assets/94926a3f-002d-4ad3-be41-72c392ec5502"/>In the diagram, &lt; STQ = m, &lt; TUQ = 80°, &lt; UPQ = r, &lt; PQU = n and &lt; RQT = 88°. Find the value of (m + n).</body></html>

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<html><body>(a) If \((y - 1)\log_{10}4 = y\log_{10}16\), without using Mathematics tables or calculator, find the value of y.(b) When I walk from my house at 4km/h, I will get to my office 30mins later than when I walk at 5km/h. Calculate the distance between my house and office.</body></html>

2017 WAEC SSCE Mathematics Past Questions

(a) The angle of depression of a point P on the ground from the top T of a building is 23.6°. If the distance from P to the foot of the building is 50m, calculate, correct to the nearest metre, the height if the buildin…

(a) Solve the equation : \(\frac{2}{3}(3x - 5) - \frac{3}{5}(2x - 3) = 3\)(b) In the diagram, < STQ = m, < TUQ = 80°, < UPQ = r, < PQU = n and < RQT = 88°. Find the value of (m + n).

(a) If \((y - 1)\log_{10}4 = y\log_{10}16\), without using Mathematics tables or calculator, find the value of y.(b) When I walk from my house at 4km/h, I will get to my office 30mins later than when I walk at 5km/h. Ca…

2017 WAEC SSCE Mathematics Past Questions

(a) The angle of depression of a point P on the ground from the top T of a building is 23.6°. If the distance from P to the foot of the building is 50m, calculate, correct to the nearest metre, the height if the buildin…

(a) Solve the equation : \(\frac{2}{3}(3x - 5) - \frac{3}{5}(2x - 3) = 3\)(b) In the diagram, &lt; STQ = m, &lt; TUQ = 80°, &lt; UPQ = r, &lt; PQU = n and &lt; RQT = 88°. Find the value of (m + n).

(a) If \((y - 1)\log_{10}4 = y\log_{10}16\), without using Mathematics tables or calculator, find the value of y.(b) When I walk from my house at 4km/h, I will get to my office 30mins later than when I walk at 5km/h. Ca…

(a) Solve the equation : \(\frac{2}{3}(3x - 5) - \frac{3}{5}(2x - 3) = 3\)(b) In the diagram, < STQ = m, < TUQ = 80°, < UPQ = r, < PQU = n and < RQT = 88°. Find the value of (m + n).