Answer:
Step-by-step explanation:
For constructive interference of two coherent light waves at a point , the condition is as follows
path difference = n x wavelength where n is any integer like 1 , 2 , 3 , .... etc .
Given in the question , path difference of light from the two sources
= 355 - 141 = 214 m
So applying the formula above ,
214 = n x wavelength
wavelength = 214 / n
For largest value of wavelength , n should be smallest . The smallest value of n is 1 .
so ,
largest wavelength possible for constructive interference
= 214 / 1
= 214 m .