Hi i was wondering if anyone could help me with the following problems please,I'm a bit confused! Q1. A 9.4 kg projectile is fired vertically upwards. Air drag dissipates 68 kJ during its ascent. How much higher would it have gone were air drag negligible? Here I used the formula mgh and worked out the height to be 738.17m.Is this right If not what formula and method should I use? q2 Suppose the Sun were to run out of nuclear fuel and collapse to form a white dwarf star, with a radius equal to that of the Earth (6.4 x 10 6 m). Assuming no mass loss, what would then be the Sun’s new rotational period. Assume that both the Sun and the white dwarf are uniform solid spheres. (The period of the sun is currently about 25 days. The moment of inertia of a sphere is 5 r M 2 2 and the solar radius is 6.7 x 10 8 m.) Completely lost on this q don't know where to start? Q3 The Martian satellite Phobos travels in an approximately circular orbit of radius r = 9.4 x 10 6 m with a period T of 459 minutes. Calculate the mass of Mars from this information. I used keplers 3rd law here Gm=4piR^2/T^2 and found the mass to be 6.43 x10^-13 is this the correct way for doing this?