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Let

Sour skull = x, Bubblegum pop = y, Sugar coats = z

Thus, the real math equations are:

Eq. 1: x + x + x = 60 (which equivalent to 3x = 60)

Eq. 2. x + y + y = 30 (which equivalent to x + 2y = 30)

Eq. 3: y - z = 3

It's easy to find x value in Eq. 1, just divide it with 3:

3x = 60 -> x = 60/3 = 20

We got x = 20. Now substitute x value to Eq. 2, thus:

x + 2y = 30

-> 20 + 2y = 30

-> 2y = 30 - 20

-> 2y = 10

-> y = 10/2 = 5

Lastly, we got y = 5 and substitute y value to Eq. 3. Thus:

y - z = 3

5 - z = 3

-> -z = 3 - 5

-> -z = -2

-> z = 2

We did it! We found all known values!

x = 20, y = 5, and z = 2

The problem is Sugar coats + Sour skull x Bubblegum pop = ....?

Use the mentioned variables above. Thus, the final math equation is z + x * y = ...?

Substitute all known values to final equation. Thus:

z + x * y = 2 + 20 * 5 = 2 + 100 = 102

Yeay! The result is 102. This concludes the problem solving of math equation.