Answer:
Table b
Step-by-step explanation:
In order to find the inverse proportion relationship between x and y, multiply the corresponding values of x and y given in the table. If the products are same for all, there would be inverse relation otherwise not.
Lets first work with table (a)
(a)
3*8 = 24
4*6 = 24
5*4.8= 24
5.5*4 = 22
Here in table a product of all corresponding numbers are not constant. Table (a) has no inverse relation between x and y.
Now, let's work with table (b)
0.1*300 = 30
0.5*60 = 30
45*0.4 = 30
100*0.3= 30
Here products are constant, therefore in table (b) x and y are inversely proportional.
