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  Item Reference: KCLCAL-1891-1892-866

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ClXXVlli warn Īµ ford scholarship 11 111 how many ways can three cards be drawn from pack so that the sum of the number of the pips may be seven vY'As 12 Enunciate the Binomial Theorem and assuming it for positive prove it for negative index Prove that the coefficients of ascending powers of in the expansion of when the index is negative integer except increase continually Eurlfa Candidates for Warneford Scholarship and Sambrooke Exhibition omit Questions to 11 for Clothworkers' Exhibition omit Questions 10 11 Draw figure for every variety of triangle that you know pointing out wherein its speciality consists Enunciate and prove the converse of this proposition The angles at the base of an isosceles triangle are equal Prove that the complements of the parallelograms that are about the diagonal of given parallelogram are equal in area In what case will they be equal in all respects Divide given straight line into two parts so that the rectangle contained by the whole and one part may be equal to the square on the other part Mention how this is employed in any subsequent proposition Prove that in certain cases two straight lines can be drawn from point within circle to the circumference equal to given straight line and state the cases of exception If two pairs of opposite sides of hexagon inscribed in circle are parallel prove that the third pair are also parallel Describe without proof how to perform the following constructions Bisect given straight line Trisect right angle Circumscribe circle about triangle Inscribe regular pentagon in circle
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