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Item Reference: KCLCAL-1889-1890-794

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150 warneford scholarships IX -algebra Candidates for Warneford Scholarship and Samhrooke Exhibition omit Questions Prove that xn where η is positive integer is always divisible by χ and that it is divisible by χ if η is even Separate into factors χ2 300 22331 ii abc be ca ab -f iii ע iy ay bx Solve the equations ax δ bx δ2 ν bx -f1 -J---J-- c-b b-a iii r3 yz 37 Write down the following logarithms 10g6625 log82 10S32i Given 10g77 1-8864907 10g91 1-9590414 log 143 2Ί553360 find log 1001 Multiply together and also a2 x2 She ν how to ascertain whether one ratio is greater or less than another and whether ratio is increased or diminished by adding the same quantity to each of its terms Find quantity which must be added to each of the terms of in order to convert it into the duplicate ratio Find the sum of η terms of the series of which the 2th term is -J- nb &bn9 iii na71 How many different arrangements of letters can be formed by taking one letter out of each of ρ words which contain respectively av a2 a3 av letters What is the coefficient of xr in the product of י- -J- to מ factors Deduce the co- efficient of x7 in 11
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