If x=at^(2)+bt+c where x is displacement as a function of time. The dimension of 'a' and 'b'are respectivily ….

If x=at^(2)+bt+c where x is displacement as a function of time. The di

1.	If x=at^(2)+bt+c where x is displacement as a function of time. The dimension of 'a' and 'b'are respectivily ….
Answer» `LT^(-1)` and `LT^(-2)` `LT^(-2)and LT^(-1)` L and `LT^(-2)` `LT^(-1)` and L Solution :According to principle of homogeneitly a,the DISPLACEMENT , `x=at^(2)+bt+c` dimensionally, `[L]+[LT^(-2)][T^(2)]+[LT^(-1)][T]` where a =`LT^(-2)` and `b=LT^(-1)`