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The equation X + Y 2 Z has the rate law equation shown below. Which of the following statements best describes the relationship of X on the rate of the reaction? rate = k[X]2[Y]
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Changing X has no effect on the reaction rate. Doubling X causes the reaction rate to quadruple. Dividing X by two causes the reaction rate to be cut in half. Multiplying X by three also increases the reaction rate by three times.
\[\text{rate} = k[X]^2[Y]\] ?
say \(X=2x\) \[\text{rate}=k[2x]^2[Y]\]\[\qquad=k2^2[x]^2[Y]\]\[\qquad=4k[x]^2[Y]\]
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