Examination Papers |
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Rezultatai 6–10 iš 37
psl.
... obtained the franchise on a large scale . 4. " Any work carried on at the present day without the as- sistance of experts is certain to be more or less inefficient . But , on the other hand , experts acting alone tend to take dispropor ...
... obtained the franchise on a large scale . 4. " Any work carried on at the present day without the as- sistance of experts is certain to be more or less inefficient . But , on the other hand , experts acting alone tend to take dispropor ...
psl.
... Obtain the formula log ( 1 + x ) = and find the value of x x2 + 13 2.4 x I + : .... - 28 3.5 + " Cn - 3 " Cn = 2nCn − 3 ⋅ x2 2 + x3 ; 3 + to x . 5. Prove the principle of undetermined coefficients for polynomials . Show that ar3 + ...
... Obtain the formula log ( 1 + x ) = and find the value of x x2 + 13 2.4 x I + : .... - 28 3.5 + " Cn - 3 " Cn = 2nCn − 3 ⋅ x2 2 + x3 ; 3 + to x . 5. Prove the principle of undetermined coefficients for polynomials . Show that ar3 + ...
psl.
... Obtain a test for the concurrence of lines drawn per- pendicular to the sides of a triangle ; and apply it to prove the altitudes of a triangle concurrent . 3. ( a ) P and Q are the two limiting points of a limiting . point system of ...
... Obtain a test for the concurrence of lines drawn per- pendicular to the sides of a triangle ; and apply it to prove the altitudes of a triangle concurrent . 3. ( a ) P and Q are the two limiting points of a limiting . point system of ...
psl.
... Obtain an expression for the radius of curvature of ( a ) a normal section , ( b ) an oblique section , of any surface in terms of the principal radii of curvature . FINAL HONOUR MATHEMATICS . DIFFERENTIAL CALCULUS . ( Any seven.
... Obtain an expression for the radius of curvature of ( a ) a normal section , ( b ) an oblique section , of any surface in terms of the principal radii of curvature . FINAL HONOUR MATHEMATICS . DIFFERENTIAL CALCULUS . ( Any seven.
psl.
... obtain their derivatives with respect to u . 7. Obtain a Fourier series which will represent the func- tion f ( x ) = x , 0 < x < π / 2 ; f ( x ) = − x , −π / 2 < x < 0 . Indicate how a different series might be obtained to repre ...
... obtain their derivatives with respect to u . 7. Obtain a Fourier series which will represent the func- tion f ( x ) = x , 0 < x < π / 2 ; f ( x ) = − x , −π / 2 < x < 0 . Indicate how a different series might be obtained to repre ...
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