In a parade ground. some cadets are standing in a row. Cadet no.73 is the 5th cadet from the left and cadet no.76 is the 14th cadet from the right. The commander commands them to turn around then at that time, there are 13 cadets to the right of cadet no.76. How many cadets are there in between them?
Answers
Answer:
8 cadets are there in between them
Step-by-step explanation:
cadet no.76 is the 14th cadet from the right
=> 13 Cadet are in the Right Side of Cadet no 76
now Cadet Turn around around
& 13 Cadets are in the right side of cadet no 76
which were in left side before turn around
=> initially
there were 13 Cadet in Left & 13 cadet in right of Cadet no 76
=> total 27 Cadet including cadet no 76
now Cadet no.73 is the 5th cadet from the left
& cadet no 76 is 14th Cadet from Left
=> number of cadets between them = 14 - 5 - 1
= 8
8 cadets are there in between them
Answer:
Step-by-step explanation:
cadet no.76 is the 14th cadet from the right
=> 13 Cadet are in the Right Side of Cadet no 76
now Cadet Turn around around
& 13 Cadets are in the right side of cadet no 76
which were in left side before turn around
=> initially
there were 13 Cadet in Left & 13 cadet in right of Cadet no 76
=> total 27 Cadet including cadet no 76
now Cadet no.73 is the 5th cadet from the left
& cadet no 76 is 14th Cadet from Left
=> number of cadets between them = 14 - 5 - 1
= 8
8 cadets are there in between them