Many successful graphic designers began their careers after years of formal training, although a significant number learned their trade more informally on the job.
Statements
Quantifiers (many / significant #)
Many successful graph = years of formal designers training
Many successful graph = learned trade designers informally on job
Quantifier / Conditional (no)
Successful → Did not ignore designer wishes of a client
Evaluate
Whenever we see a conditional rule on Inference questions, we think,
1. Are there any other conditional rules that might chain together with this one? Here, there are no other conditional claims. The other two claims are unspecific quantities like 'many' and 'a significant number'.
2. Can I apply this conditional rule to any of the provided facts? (Might have to contrapose the conditional in order to see its relevance)
In this case, yes! We could apply our conditional rule to the two facts we were given about "successful designers", because "successful designer" triggers our rule and tells us that they definitely "didn't ignore clients' wishes".
We know many successful graphic designers began their careers after years of formal training, and did not ignore the wishes of their clients.
And we know that a bunch of successful graphic designers learned on the job, and did not ignore the wishes of their clients.
If we prefer thinking of this in terms of Quantifiers, this problem is basically giving us these ingredients:
Some Formal Train <-> Successful Some Learn on Job <-> Successful Successful --> ~ignore We can derive Some Formal Train ---> ~ignore Some Learn on Job ---> ~ignore
Goal
Find a provable answer, most likely connecting "formal training + don't ignore wishes" or connecting "learned on job + don't ignore wishes".