PHILIPS CURVE

In Lother Meyer's curve, the element on the peak of curve will be

Column-1 gives pair of curves and column-II gives the angle theta between the curves at their intersection point.

Draw rough diagrams to illustrate the following :(a) Open curve (b) Closed curve.

Study the population growth curves shown above (i) Identify curves 'a' and 'b' . (ii) Mention the conditions responsible for the curves 'a' and 'b' respectively. (iii) Give the necessary eqution for the curve 'b'

A curve in the first quadrant is such that the slope of OP is twice the slope of the tangent drawn at P to the curve, where O is the origin and P is any general point on the curve. If the curve passes through (4, 2), then its equation is

What will be the effect on the oxygen dissociation curve, if the temperature is decreased ? (a) The curve will be shifted right (b) The curve will be shifted left (c) The curve will became a straight line (d) It is unpredictable

A curve y=f(x) passes through point P(1,1) . The normal to the curve at P is a (y-1)+(x-1)=0 . If the slope of the tangent at any point on the curve is proportional to the ordinate of the point, then the equation of the curve is

Study the population growth curves shown above (i) Identify curves 'a' and 'b' . (ii) Mention the conditions responsible for the curves 'a' and 'b' respectively. (iii) Give the necessary eqution for the curve 'b'

If a curve is such that line joining origin to any point P (x,y) on the curve and the line parallel to y-axis through P are equally inclined to tangent to curve at P, then the differential equation of the curve is:

If a triangle is inscribed in a rectangular hyperbola, it’s orhtocenter lies: (A) inside the curve (B) outside the curve (C) on the curve (D) none of these