there are some bench in the classroom and some student .if 3 students sits on a bench 3 student are left if in the second patterned 4 Students sit in 1 bench then 3 benches are left. find how many students are there and how many benches
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Let no. of benches be x, and
Let no. of students be y,
Total no.of students = 3x+3, but also the total no. of students are 4(x-3)
=> 3x+3 = 4x - 12
=> x = 15, Therefore the no. of benches = 15,
And no. of students = 3*15 = 45,
Hope you understand, Have a great day !
Let no. of students be y,
Total no.of students = 3x+3, but also the total no. of students are 4(x-3)
=> 3x+3 = 4x - 12
=> x = 15, Therefore the no. of benches = 15,
And no. of students = 3*15 = 45,
Hope you understand, Have a great day !
Bunti360:
Thank you for choosing my answer as Brainliest answer !
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1
If we take the common multiples of 3&4 then
12,24,36,48........
If there are 48 students in the class and 15 benches so
If 3 students seat in one bench then 3 students will be remaining
As 48÷3=16
And there are 15 benches
So 3*15=45
48-45=3
If 4 students sit in one bench 3 bench will be remaining
As 48÷4=12
15-12=3
12,24,36,48........
If there are 48 students in the class and 15 benches so
If 3 students seat in one bench then 3 students will be remaining
As 48÷3=16
And there are 15 benches
So 3*15=45
48-45=3
If 4 students sit in one bench 3 bench will be remaining
As 48÷4=12
15-12=3
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