please answer this question
Answers
Answered by
0
Answer:
12
The number of students answering at least r questions incorrectly is 2
n−r
Thus the number of students answering exactly r (0≤r≤n−1) question incorrectly is 2
n−r
−2
n−(r+1)
.
Also, the total number of wrong answers is =1(2
n−1
−2
n−2
)+2(2
n−2
−2
n−3
)+3(2
n−3
−2
n−4
)+....+(n−1)(2
1
−2
0
)+n2
0
=2
n−1
+2
n−2
+2
n−3
+....+2
0
=2
n
−1
⇒2
n
−1=4095⇒2
n
=4096⇒n=12
Answered by
0
Answer:
a-b+b
Step-by-step explanation:
2ab+3ab
5ab
a+2a
2a
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