Question

T is inversely proportional to the cube of L When L = 0.2, T=5


Write a formula connecting T and L.​

Answer 1

Step-by-step explanation:

$t \: = \: \frac{k}{ {l}^{3 } }$

As T is inversely proportional to the cube of L, where K is proportionality constant

For L = 0.2 and T = 5

K = (0.2)^3 * 5 = 0.04

Thus formula connecting T and L will be

$t \: = \frac{0.04}{ {l}^{3} }$