Sentence Examples


  • The following formulae are some of those employed for this purpose by different observers E t = bt +ct 2..
  • E t = bt +c log T/273, (c = Ts.).
  • Let APB be a semicircle, BT the tangent at B, and APT a line cutting the circle in and BT at T; take a point Q on AT so that AQ always equals PT; then the locus of Q is the cissoid.
  • The curve is symmetrical about the axis of x, and consists of two infinite branches asymptotic to the line BT and forming a cusp at the origin.
  • X = cq - bt, y = at -cp; if we take aq-bp= - I, we have x=bt-cq, y=cp-at.
 

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