A Treatise on the Differential and Integral Calculus, and on the Calculus of Variations |
Other editions - View all
Common terms and phrases
apply asymptote axis b²x² C₁ circle co-ordinates constant cosec coversin curvature d²u d2u d2u d2u dx2 d²y d2z d2z d³u d³y determine differential coefficients differential equation dq dx dr² du du dx dx dx dy dx₁ dxdy dy dx dy dy dy dz dz dx dz dy dz dz eliminate equal exact differential exponent expression F₁a F₁x factor formula fraction function given Hence increment h independent variable indeterminate form intersection lines of curvature logarithmic spiral logarithms maximum or minimum negative numerator obtain P₁ p₁² parabola plane curve power of h Prop r₁ radius respect result sec²x second differential coefficient substitution subtan supposed surface tangent Taylor's Theorem u₁ x₁ y₁ Φια