Two springs of equal lengths and equal cross sectional area are made of materials whose Young's moduli are in the ratio of 2 : 3. They are suspended and loaded with the same mass. When stretched and released they oscillate. Find the ratio of the time period of oscillation.
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T=2π✓m/k
Now k=YA/L
let k1 be spring constant of first spring and k2 of second
then k1/k2=Y1/Y2=2/3
T1/T2 =✓k2/✓k1 =✓3/✓2
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