there are 120 seats in the balcony of a theatre . if it is 1/5th of the total seats . what is the total no. of seats in the theatre
Answers
Answered by
36
Let the total number of seats in the theatre be 'x'
By the problem,
(1/5)x=120
⇒x=120×5
⇒x=600
Therefore, the total number of seats in the theatre is 600.
By the problem,
(1/5)x=120
⇒x=120×5
⇒x=600
Therefore, the total number of seats in the theatre is 600.
Answered by
0
Concept:
First replace the unknown quantity with a variable and then form a mathematical equation using variable and condition given in the problem. On solving which we get the required result or value.
Given:
Given that there are 120 seats in the balcony of a theatre and the number in balcony is 1/5 th of the total seats.
Find:
The number of total seats in the theatre.
Solution:
Let the number of total seats in the theatre be = x
1/5 th of this number would be = (1/5)*x = x/5, this is the number of seats in the balcony
According to the condition this number of seats in balcony is 120, then the required mathematical equation is given by,
x/5 = 120
x = 120*5, on multiplying 5 to both sides
x = 600
Hence the total number of seats in the theatre is 600.
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