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An object of mass moves in uniform circular motion on a horizontal frictionless table. The radius of the circle is and the centripetal force is .
(a) The work done by this force when the object moves through one-half of a complete revolution is . . . .
(b) The work done by this force when the object moves
through one complete revolution is
. . . .
A stoichiometric combustion of butane C4H8 and air results in only half of the C atoms burning to CO; the other half generates CO. This means the products should contain a mixture of H2O, CO, CO2, O2, and N2, which, after some heat transfer, are at 1000 K. Write the combustion equation with no hydrogen in the products and then use the water–gas reaction to estimate the amount of hydrogen present.
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