The number of students passing or failing in an exam are shown in the bar chart. Students who pass do not appear again. Students who fail must reappear the next year and always pass in their second attempt. Find the number of students who took the exam for the first time in Year 2 and Year 3.

Step 1: Use Year 1 data.
Year 1: Pass = 50, Fail = 10.
Thus 10 failed students must appear again in Year 2.
Step 2: Use Year 2 totals.
Year 2: Pass = 60, Fail = 5 → total = 65.
Since 10 are repeaters:
\[
\text{New students in Year 2} = 65 - 10 = 55.
\]
Step 3: Use Year 3 data.
Year 2 failures = 5 → these 5 must appear again in Year 3.
Year 3: Pass = 50, Fail = 3 → total = 53.
Thus new students in Year 3:
\[
53 - 5 = 48.
\]
Step 4: Final result.
Number of first-time candidates:
Year 2 → 55
Year 3 → 48

The figures I, II, and III are parts of a sequence. Which one of the following options comes next in the sequence at IV?

A color model is shown in the figure with color codes: Yellow (Y), Magenta (M), Cyan (Cy), Red (R), Blue (Bl), Green (G), and Black (K). Which one of the following options displays the color codes that are consistent with the color model?
