How many of those 5 statements are true?

**
(a)
**
Statement (c) and (d) are both true.

**
(b)
**
Statement (d) and (e) are
**
not
**
both false.

**
(c)
**
Statement (a) is true.

**
(d)
**
Statement (c) is false.

**
(e)
**
Statement (a) and (c) are both false.

0
4
3
1
2

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If statement a is correct then c and d should also be correct but c and d are controversial statements so a cannot be correct => a is false.

Since a is false => c is false.

Since a and c are false => d and e are true.

Since d and e are not both false => b is true.

Answer: 3 (b,d,e)