Physics-

General

Easy

Question

In the figure shown, A & B are free to move. All the surfaces are smooth. $open parentheses 0 less than theta less than 90 to the power of ring operator end exponent close parentheses$

the acceleration of A will be more than g sin $θ$
the acceleration of A will be less than g sin $θ$
normal force on A due to B will be more than mg cos $θ$
normal force on A due to B will be less than mg cos $θ$

The correct answer is: the acceleration of A will be more than g sin $theta$

Consider the following sequence of reactions :

The products (A) and (B) are, respectively :

The reactant (A) will be :

chemistry-General

General

chemistry-

In the given reaction sequence B is

chemistry-General

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In the figure shown, A & B are free to move. All the surfaces are smooth.

the acceleration of A will be more than g sin the acceleration of A will be less than g sin normal force on A due to B will be more than mg cos normal force on A due to B will be less than mg cos

The correct answer is: the acceleration of A will be more than g sin

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In the figure shown, A & B are free to move. All the surfaces are smooth. $open parentheses 0 less than theta less than 90 to the power of ring operator end exponent close parentheses$

the acceleration of A will be more than g sin $θ$
the acceleration of A will be less than g sin $θ$
normal force on A due to B will be more than mg cos $θ$
normal force on A due to B will be less than mg cos $θ$

The correct answer is: the acceleration of A will be more than g sin $theta$

End product of this conversion
is?

End product of this conversion
is?

In the following reaction,

A and B respectively are :

In the following reaction,

A and B respectively are :

Consider the following sequence of reactions :

The products (A) and (B) are, respectively :

Consider the following sequence of reactions :

The products (A) and (B) are, respectively :