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5 psl.
... . 6. Extract the square root of 8-215 ; and show by examples how you would i . reduce an entire surd to a mixed surd . ii . free a fraction from a binomial surd denominator . 7. In the quadratic ax + be + c = Junior Algebra .
... . 6. Extract the square root of 8-215 ; and show by examples how you would i . reduce an entire surd to a mixed surd . ii . free a fraction from a binomial surd denominator . 7. In the quadratic ax + be + c = Junior Algebra .
13 psl.
... square or the perpendicular of an equilateral tri- angle equal in area to the square ? 4. A circle is inscribed in an equilateral triangle , and a second circle to touch the first and two sides of the triangle , and a third circle to ...
... square or the perpendicular of an equilateral tri- angle equal in area to the square ? 4. A circle is inscribed in an equilateral triangle , and a second circle to touch the first and two sides of the triangle , and a third circle to ...
18 psl.
... square of its distance from the centre of mass by the product of the sum of the masses into the square of the distance be- tween the point and the centre of mass . 2. A body whose mass is 10 kilograms draws another body of 20 kilograms ...
... square of its distance from the centre of mass by the product of the sum of the masses into the square of the distance be- tween the point and the centre of mass . 2. A body whose mass is 10 kilograms draws another body of 20 kilograms ...
18 psl.
... square of the area is given by the sym- metric determinant O a b c 1 a O c b b C 0 a c b a 0 2. If A1 , B1 , C1 , & c . be first minors of ( ± a1b , ¤3 ... . ) show that ( A1 B2 Cs .. ) = { ( ± a12 ¢ ̧ . . } -1 where n is the order of ...
... square of the area is given by the sym- metric determinant O a b c 1 a O c b b C 0 a c b a 0 2. If A1 , B1 , C1 , & c . be first minors of ( ± a1b , ¤3 ... . ) show that ( A1 B2 Cs .. ) = { ( ± a12 ¢ ̧ . . } -1 where n is the order of ...
18 psl.
... square num- ber the number of factors must be odd . 6. Obtain Wilson's theorem , and through it show that if n be prime ( n - 2 ) ! - 1 is a multiple of n . 7. Five cards are drawn from a pack of 52 , of which 12 are face cards . What ...
... square num- ber the number of factors must be odd . 6. Obtain Wilson's theorem , and through it show that if n be prime ( n - 2 ) ! - 1 is a multiple of n . 7. Five cards are drawn from a pack of 52 , of which 12 are face cards . What ...
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acid Aeneid angle Aristotle bien body c'est centre chemical chloric acid chlorine Cicero circle Compare conic Criticise Define Describe determine deux Distinguish doctrine ellipse equation Explain the syntax fait formula FOURTH PAPER French Give a list Give an account Give examples Greek HERNANI illustrate kilograms king King Lear Latin Livy Mention Molière parabola Parse perpendicular Phormio plane plants prepared Prove qu'il quid quod quum radius relation SECOND PAPER Shew Show sides Sketch Sophocles substances are formed tangent theory THIRD PAPER Thucydides tion tout Translate at sight triangle velocity verbs vertical Write notes Zamore αἱ ἀλλ ἅμα ἂν αὐτὸς αὐτῷ αὐτῶν γὰρ δὲ εἰ εἶναι εἰς ἐκ ἐν ἐπὶ ἐς καὶ κατὰ μὲν μὴ οἱ οὐ οὔτε τὰ τε τῇ τὴν τῆς τὸ τοῖς τὸν τοῦ τοὺς τῷ τῶν ὡς
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