Calendar: 1888-1889 Page 787

CLOTHWORKERS AND SAMBROOKE EXHIBITIONS 779 Describe square equal to given rectangle Draw two tangents to circle from an external point Prove that the locus of point such that the tangents drawn from it to two circles are equal is straight line Prove that the circles inscribed and circumscribed to given square are concentric Triangles which have an angle of one equal to an angle of the other and the sides about the equal angles reciprocally proportional are equal in area Two circles ABC BED touch at straight lines ΛΕΒ CED are drawn through Ε to cut the circles in Α Β and Ό OB and AD are joined prove that CEB and AED are equal to each other II algebra Candidates for Warneford Scholarship and Sambrooke Exhibition omit questions omit questions 10 for Science Exhibitions Find the value of in order that or5 r4 r3 2x may divide exactly by χ What will be the quotient If be the quotient and the remainder when Ν is divided by prove that will be the quotient and the remainder when Ν aQ is divided by Ό Separate into factors χ ab Simplify 6'" b2 Prove the rule for finding the of two numbers Solve the equations