Given that π₯ = 7.5, π = β1.0, π = 1.0, π = 2.0 the value ofβ¦
2015
Given thatΒ π₯ = 7.5, π = β1.0, π = 1.0, π = 2.0Β
the value ofΒ ββπ₯+π==π₯>π>=πΒ is:
- A.
0
- B.
1
- C.
2
- D.
3
Attempted by 443 students.
Show answer & explanation
Correct answer: A
Interpretation: In a Python-like expression, a == b > c >= d means (a == b) and (b > c) and (c >= d). Also, the token --x is unary minus applied twice, so --x = x.
Compute the left side: --x + j. Since --x = x = 7.5 and j = -1.0, --x + j = 7.5 + (-1.0) = 6.5.
Evaluate each comparison in the chain using x = 7.5, n = 1.0, m = 2.0:
6.5 == 7.5 β False
7.5 > 1.0 β True
1.0 >= 2.0 β False
Combine the results: False and True and False β False.
Final numeric representation: False corresponds to 0.
Answer: 0