Third Order

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Two wavelengths of light lambda_1 and lambda_2 are sent through Young's double slit experiment simultaneously. If the third order bright fringe of lambda_1 coincides with fifth order dark fringe of lambda_2 , then

The rate constant is numerically the same for three reactions of first, second and third order respectively. Which one of the following is true for the rate of these reactions if concentration of the reactant is same and greater than 1 M ?

The numerical values of rate constants are same for first,second and third order reactions.Which one is true at a definite moment for rate of these three reactions if concentration of reactants is same and less than 1M

Assertion (A) : If every element of a third order determinant of value Delta is multiplied by 5, then the value of the new determinant is 125Delta . Reason (R ) : If k is a scalar and A is an nxxn matrix, then |kA|=k^(n)|A|

The rate constant is unmerically the same for three reactions of first, second and third order respectively, the unit of concentration being in moles per litre. If R_(1), R_(2) and R_(3) are the rates of three reactions of first, second and third order respectively aqnd K is the rate constant, which of the following relationships is valid for the three reactions.

In a third order determinant,each element of the first column consists of sum oftwo terms, each element of the second column consists of sum of three terms and each element of the third column consits of sum of four terms, Then it can be decomposed into four terms,Then it can be decomposed into n determinants,where n has value

For three reactions of first, second and third-order, the numerical value of the rate constant is the same. Which of the following is correct? Given , [A] = the concentration of the reactant & r_1 , r_2 and r_3 are the rates of first, second and third-order reaction respectively