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New Updates Get Our eSMS For Convenience entry of exams data. Interface for individual teacher exam data entry. Features: Automatic SMS Admission and Students records Automatic Report Cards Performance Analytics/Summary Fee Setup Class Setup Teachers Data Students Bill Individual/Bulk Promotions Payments of school fees Daily Transactions (Cashbook) Income and Expenditure Entry of Exams Data (On laptops/Mobile phone) Withdrawal/suspension of students Graduation/Graduate list Population Structure New features update: 1. Payroll 2. Payslip 3. Now supports daily fees collection in case you don't charge for the whole term All these and many more going for cool 150 term based subscription 250 Yearly subscriptions 750 outright ownership With regular updates and serving. Contact now 0557994844/0501121754/0533366793 😊

Trial Questions SECTION A – Answer all questions 1. Solve for x: (3x - 4)/(2x + 5) = (2x + 1)/(3x - 2) Give your answer correct to 3 significant figures. 2. The points A(2, 5), B(8, 7), and C(4, k) are vertices of a triangle. If the area of the triangle is 20 units², find the possible values of k. 3. (a) The mean of five numbers is 12. When one of the numbers is removed, the mean of the remaining numbers becomes 11. Find the number that was removed. (b) Find the median of the following numbers: 12, 8, 15, 10, 14, 9 4. (a) Simplify √75 - √27 + √48. Express your answer in the form p√3. (b) If log10(2) = 0.3010 and log10(3) = 0.4771, find log10(72) correct to 4 significant figures. 5. (a) Convert the binary number 110101₂ to its decimal equivalent. (b) Express 345₆ in base 10. SECTION B – Answer any five questions 6. A box contains 3 red, 4 blue, and 5 green balls. Two balls are drawn at random, one after the other without replacement. (a) Draw a tree diagram to illustrate all possible outcomes. (b) Find the probability that: (i) both balls are the same colour, (ii) the first is red and the second is green. 7. A ship sails from a point A on a bearing of 050° for 80 km to a point B. It then sails on a bearing of 140° for 120 km to a point C. (a) Draw a neat sketch of the journey. (b) Calculate: (i) the distance AC correct to 1 decimal place, (ii) the bearing of C from A. 8. A cone has a base radius of 7 cm and a height of 24 cm. (a) Calculate the slant height of the cone. (b) Find its curved surface area. (c) Find its volume. 9. A trader bought x oranges for GH₵120. He sold 2/3 of them at GH₵2 each and the rest at GH₵1.50 each. (a) Write down an expression for the total amount realized. (b) If his profit was GH₵30, form an equation in x and solve for x. 10. Given that f(x) = 2x + 3 and g(x) = x² - 1, (a) Find (g o f)(x). (b) Evaluate (g o f)(2). 11. In the diagram, O is the centre of the circle, and AB is a diameter. Point C lies on the circle such that angle ACB = 40°. (a) Find angle ABC and angle BAC. (b) If OC is joined, find angle OCB. 12. A particle moves from point P(2, -3) to Q(6, 1) and then to R(-2, 5). (a) Find the vectors PQ and QR. (b) Find the magnitude of PR. (c) Determine whether PQ and QR are perpendicular. 13. The first term of an Arithmetic Progression (A.P.) is 5, and the 6th term is 30. (a) Find the common difference. (b) Find the sum of the first 20 terms.

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Get Our eSMS For Convenience entry of exams data. Interface for individual teacher exam data entry. Features: Automatic SMS Admission and Students records Automatic Report Cards Performance Analytics/Summary Fee Setup Class Setup Teachers Data Students Bill Individual/Bulk Promotions Payments of school fees Daily Transactions (Cashbook) Income and Expenditure Entry of Exams Data (On laptops/Mobile phone) Withdrawal/suspension of students Graduation/Graduate list Population Structure All these and many more going for cool 150 term based subscription 250 Yearly subscriptions 750 outright ownership With regular updates and serving. Contact now 0557994844/0501121754/0533366793 😊

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