For a reaction ,`(d[X])/(d t)` is ewqual to

If 3A rarr 2B , then the rate of reaction of + (dB)/(d t) is equal to

If 3A rarr 2B , then the rate of reaction of + (dB)/(d t) is equal to

If 3A rarr 2B , then the rate of reaction of + (dB)/(d t) is equal to

For a reaction (d x)/(d t) = K[H^(+)]^(n) . If pH of reaction medium changes from two to one rate becomes 100 times of value at pH = 2 , The order of reaction is

Observe the following reaction: A(g) + 3B(g) rarr 2C(g) The rate of this reaction {(-d[A])/(d t)} is 3 xx 10^(-3) "mol litre"^(-1) "min"^(-1) . What is the value of (-d[B])/(d t) in mol "litre"^(-1) "min"^(-1) ?

If t(1+x^2)=x and x^2+t^2=y, then at x=2 the value of (d y)/(d x) is equal to

For a reaction B+2D to 3T , it is given that - (dC_a)/(dt)= kC_a C_D^2 . The expression for -(dC_D)/(dt) will be:

For a reaction B+2D to 3T , it is given that - (dC_a)/(dt)= kC_a C_D^2 . The expression for -(dC_D)/(dt) will be:

Observe the following reaction A_((g))+3B_((g))to2C_((g)) The rate of this reaction -(d[A])/("d t") is 3xx0^(-3)"mol. lit"^(-1)."min"^(-1) . What is the value of -(d[B])/("d t") in "mol. lit"^(-1)."min"^(-1) ?

For the reaction B+2D to 3T, -(d[B])/(dt)=k[B][D]^(2) . The expression for -(d[D])/(dt) will be