For Multiple Condition Coverage, each combination of conditions must be tested to ensure all

possible outcomes are covered. Given the decision IF X 10 THEN and the test inputs X=6

and Y=12 and X=5 and Y=10, we need to find additional test cases to achieve full coverage. The

conditions are:

Condition 1: X < 5

Condition 2: Y > 10

Let's examine the options:

Option A:

X=4 and Y=7 (X 10 is false; overall decision true)

X=10 and Y=15 (X 10 is true; overall decision true)

X=8 and Y=8 (X 10 is false; overall decision false)

This set covers all possible outcomes but does not provide the minimal set for MC/DC.

Option B:

X=0 and Y=10 (X 10 is false; overall decision true)

X=4 and Y=4 (X 10 is false; overall decision true)

This set does not fully achieve multiple condition coverage as it misses the combination where X < 5

is false and Y > 10 is true.

Option C:

X=2 and Y=12 (X 10 is true; overall decision true)

X=6 and Y=4 (X 10 is false; overall decision false)

This set, combined with the initial inputs (X=6 and Y=12, X=5 and Y=10), ensures that all condition

combinations are tested, achieving full multiple condition coverage.

Option D:

X=3 and Y=10 (X 10 is false; overall decision true)

X=0 and Y=15 (X 10 is true; overall decision true)

This set does not fully achieve multiple condition coverage as it does not test the combination where

both conditions are false.

Therefore, the correct answer is C. X=2 and Y=12, X=6 and Y=4.