InterviewSolution
Saved Bookmarks
| 1. |
A copper rod and steel rod having length `L_(c)` and `L_(s)` respectively at certain temperature. It is observed that difference between their length remains constant at all temperature. If `alpha_(c)` and `alpha_(s)` ar their respective coefficient of linear expansions. Then, ratio of `L_(s)/L_(c)` is `A. `alpha_(c)/alpha_(s)`B. `alpha_(s)/alpha_(c)`C. `(1+alpha_(s)/alpha_(c))`D. `(1+alpha_(c)/alpha_(s))` |
|
Answer» a) If rods are heated at `Deltat^(@)`C, the increase in length of steel and copper rods are `DeltaL_(s) = L_(s)alpha_(s)Deltat`, and `DeltaL_(c) = L_(c)alpha_(c)DeltaT` Difference between their lengths will remain constant. `rArr DeltaL_(s) = DeltaL_(c)` `rArr L_(s)alpha_(s)DeltaT=L_(c)alpha_(c)Deltat` or `L_(s)/L_(c)=(alpha_(c)/alpha_(s)` |
|