Given:
Paula baked 10 cookies with 2 scoops of flour
We will find the number of scoops to bake 20 cookies
The relationship is directly proportional
So, if we assume the number of scoops = x, the number of cookies = y
So, the relation will be as follows:

The value of (k) will be as follows:

Now, substitute with y = 20, to find (x)

So, the answer will be:
The number of scoops of flour = 4