`A+G=C+T` is applicable to

Consider f(x)=|1-x| 1 lt=xlt=2 a n d g(x)=f(x)+bsinpi/2 x , 1 lt=xlt=2 Then which of the following is correct? Rolles theorem is applicable to both f, g a n d b = 3//2 LMVT is not applicable of f and Rolles theorem if applicable to g with b=1/2 LMVT is applicable to f and Rolles theorem is applicable to g with b = 1 Rolles theorem is not applicable to both f,g for any real b .

Statement 1: For the function f(x)=x^2+3x+2,L M V T is applicable in [1, 2] and the value of c is 3//2 . Statement 2: If LMVT is known to be applicable for any quadratic polynomial in [a ,b] , then c of L M V T is (a+b)/2 .

For which of the following functions, the substitution x^2 = t is applicable

Which of the character is not applicable to t-RNA ?

Which of the character is not applicable to t-RNA?

Which of the character is not applicable to t-RNA

Statement 1: If g(x) is a differentiable function, g(2)!=0,g(-2)!=0, and Rolles theorem is not applicable to f(x)=(x^2-4)/(g(x))in[-2,2],t h e ng(x) has at least one root in (-2,2)dot Statement 2: If f(a)=f(b),t h e ng(x) has at least one root in (-2,2)dot Statement 2: If f(a)=f(b), then Rolles theorem is applicable for x in (a , b)dot

Statement 1: If g(x) is a differentiable function, g(2)!=0,g(-2)!=0, and Rolles theorem is not applicable to f(x)=(x^2-4)/(g(x))in[-2,2],t h e ng(x) has at least one root in (-2,2)dot Statement 2: If f(a)=f(b),t h e ng(x) has at least one root in (-2,2)dot Statement 2: If f(a)=f(b), then Rolles theorem is applicable for x in (a , b)dot

For which of the following functions,the substitution x^(2)=t is applicable

C_(o) =initial concentration of the reactant C_(t) = concentration of the reactant at time t, k=rate constant of the reaction. Then the equation applicable for a first order reaction is