Just seeking a second opinion on how I solved this problem.
To solve, I first standardised the values at each interval (30,70 and 35,75) and then noticed that the standardisation of the first interval summed to zero while the second interval’s standardisation had a positive sum.
From this I deduced that the first interval was centred around the mean, while the second was to the right of the mean. Values centred around the mean will have a higher probability of occurring, thus I chose Quantity A (Probability of the first interval is higher).
Is this reasoning sound, or did I just get lucky in this instance?
Thank you in advance.
