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A projectile is launched at an angle with initial speed . At its highest point, it explodes into two identical fragments. One fragment moves vertically upwards with speed immediately after the explosion. What is the speed of the other fragment immediately after the explosion?
\sqrt{4u^2\cos^2heta + v^2}
\sqrt{u^2\cos^2heta + v^2}
2u\cosheta - v
2u\cosheta + v
A projectile is launched with initial speed at an angle from the horizontal. At the highest point, it explodes into three fragments of equal mass. One fragment falls vertically downwards, the second fragment continues along the original path with speed . Find the speed of the third fragment immediately after the explosion.
3u cos ฮธ - v
|3u cos ฮธ - v|
v - 3u cos ฮธ
-(3u cos ฮธ + v)
Two projectiles are launched from the same point with the same speed . One is launched at an angle and the other at with the horizontal. What is the minimum distance between these two projectiles during their flight?
0
\frac{u^2}{2g}
\frac{u^2}{4g}
\frac{u^2}{g}
A mixture of and weighing 4.96 g was heated to produce . The evolved oxygen occupied 448 mL at STP. What percent of the original mixture was ?
32.94%
25.00%
40.00%
50.00%
10 g of a mixture of and has 1.68 g of . On heating, if the residue weighs 8.28 g, what is the percentage purity of in the mixture?
92.52%
86.78%
75.34%
81.25%
A 2.00 g sample of a mixture of and was heated to a constant mass of 1.55 g. What percent by mass of the original sample was ?
15.2%
6.81%
30.5%
72.5%
A 1.00 g sample containing is heated to a constant mass of 0.835 g. What was the mass percent of barium in the original sample?
24.3%
48.6%
56.2%
65.9%