Question

three consecutive numbers such that the sum of one-fourth the first and one-fifth the second is five less than one-seventh the third.

Answer 1

These can be a lil tricky to interpret.

Let's call our first unknown number \(\large x\).
If the numbers are `consecutive`, it will be 3 numbers in a row.

So what would our next unknown number be?
\(\large x+1\)

Does that much make sense?

Answer 2

Oh you got it from here? :o

Answer 3

yes thanks