ATIKA SCHOOL - KCSE Mathematics Topical Questions - Atikaschool.com : KCSE Mathematics Topical Questions for all forms 1, 2, 3 and 4. Kenyan students are delighted to access for free
CHRISTIAN APPROACHES TO WEALTH, MONEY AND POVERTY KCSE QUESTIONS AND ANSWERS : CHRISTIAN APPROACHES TO WEALTH, MONEY AND POVERTY KCSE QUESTIONS AND ANSWERS CHRISTIAN APPROACHES TO WEALTH, MONEY AND POVERTY 1. [1991] Q2b, c b) State the teaching of Jesus on wealth Wealth should be worked for It is a gift from God Should be shared with the poor Can prevent people from worshipping God It is not permanent (rich fool) He should use wealth to get external life spreading the gospel c) Explain ways in which people misuse their wealth in society today Bribe for position or obtain something Bribe to escape punishment Use money to kill enemies, old people using money to reduce the young Prostitution Extravagant - buying two cars Buying dangerous weapons oppressing the poor exploitation Gambling. 2. 1994 Q 4b, c b) Give reasons why missionaries started schools To use them as means of evangelizing the Africans/ win African conver
KCSE PAST PAPERS BY SUBJECT WITH ANSWERS-MARKING SCHEMES : Free KCSE Past Papers PDF by subject with answers-marking schemes. mathematics, chemistry, biology, physics, English, Kiswahili, cre, history, geography, business studies, computer studies, agriculture.
KCSE MATHEMATICS QUESTIONS AND ANSWERS ON LINEAR MOTION FORM 3 LEVEL : The figure below is a velocity - time graph for a car that travelled from t = 0 to t = 60, where t is time in seconds.
KCSE PAST PAPERS QUESTION PAPERS, MARKING SCHEMES, ANSWERS, REPORTS BY SUBJECT : this section is the arrangement of kcse past papers according to individual subjects from 1989 to last year. KCSE PAST PAPERS QUESTION PAPERS, MARKING SCHEMES, ANSWERS, REPORTS BY SUBJECT
KCSE MATHEMATICS QUESTIONS AND ANSWERS ON VECTORS II FORM 3 LEVEL : The figure below shows a triangle OAC in which B is the mid-point of OC and D is the mid-point of AC. Given that OA = 2i + 5j and OB = 4i + j, (a) determine in terms of i and j: (i) AB; (2 marks) (ii) AC. (3 marks)
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