If a and b are positive integers and (a-b)/3.5 = 4/7, then
b = a
b < a
b > a
b => a
To solve this question, the user needs to know how to manipulate equations with variables and fractions.
We are given the equation:
$$(a-b)/3.5 = 4/7$$
We can simplify this equation by cross-multiplying and solving for a-b:
$$(a-b) = (4/7)*3.5$$
$$(a-b) = 2$$
Now, we have the equation a-b = 2, which means that a is two more than b. Therefore, b < a.
Option B is correct because b is always less than a in this equation.
Option A is incorrect because b is not equal to a.
Option C is incorrect because b is always less than a in this equation.
Option D is incorrect because b is always less than a in this equation.
The Answer is: B. b < a.