At a conference, 10 members shook hands with each other before and after the meeting. How many hand shakes occurred before?
Answer: 45
Explanation
The formula to find the number of handshakes between n people is:
Handshakes = 𝑛(𝑛−1)/2
Here, n = 10
10 × 9/2 = 45
So, 45 handshakes occurred before the meeting.
This question appeared in
Past Papers (3 times)
Sindh University Past Papers and Syllabus (3 times)
This question appeared in
Subjects (1 times)
MATHS MCQS (1 times)
Related MCQs
- At a conference, 13 members shook hands with each other before and after the meeting. How many total member of hand shakes occurred?
- At a conference, 12 members shook hands with each other before and after the meeting. How many total member of hand shakes occurred?
- The ___________ of both are armies shook hands with each other before the meeting.
- At the end of a conference, the 10 people present all shake hands with each other once. How many handshakes will there be altogether?
- The meeting was held ______ the conference room.
- Muslims members participated in Shimla conference?
- In 1919, the Khilafat Conference held its first meeting in the city ______?
- The resolution for the formation of the All-Indian Muslim League was passed at the meeting of All India Educational Conference 1906 and was moved by
- 10 people shake hands with each other.Total how many hands shaked?
- A clock is placed on a table such that at 6:00 pm the hour hand points to North-East. In which direction will the minute hand point at 9:15 pm?