In order to simulate different values of g, aspiring astronauts are put on a plane which is accelerating upward in a parabola given by the equation x2= 500 y, where x is horizontal and y is vertically upwards, both being measured in meter. The x-component of velocity of the plane is constant and has the value of 360 kmh−1. The effective value of g experienced by an astronaut on the plane is β×g. Then β will be

In order to simulate different values of g, aspiring astronauts are p

1.	In order to simulate different values of g, aspiring astronauts are put on a plane which is accelerating upward in a parabola given by the equation x2= 500 y, where x is horizontal and y is vertically upwards, both being measured in meter. The x-component of velocity of the plane is constant and has the value of 360 kmh−1. The effective value of g experienced by an astronaut on the plane is β×g. Then β will be
Answer» In order to simulate different values of $g$ , aspiring astronauts are put on a plane which is accelerating upward in a parabola given by the equation $x^{2} = 500 y$ , where $x$ is horizontal and $y$ is vertically upwards, both being measured in meter. The $x$ -component of velocity of the plane is constant and has the value of $360 k m h^{- 1}$ . The effective value of $g$ experienced by an astronaut on the plane is $β \times g$ . Then $β$ will be

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