A boy wants to distribute 25 toffees between his two friends Ram and Shyam in such a way that Ram gets 5 toffees more than what Shyam gets . How many toffees will each get?
plese can you tell me step by step
Answers
Answered by
0
Step-by-step explanation:
Let the number of toffees Ram gets =x
No of toffees Shyam gets =x-5
x+x-5=25
2x = 25+5
2x = 30
x= 15
x-5= 15-5 = 10
No of toffees Ram gets = 15
No of toffees Shyam gets=10
Hope it helps
Make me the brainliest
Answered by
2
Answer:
Distribute 15 candies among Ram(R)+Shyam(S)+Ghanshyam(G)+Balram(B) with condition given:
R+S+G+B=15 and R≤15,S≥2
After giving 2 to Shyam, remaining candies =15−2=13
Now distribute 13 candies in R,S,G,B in
(13)!3!
(13+4−1)!
=
16
C
3
ways
In
16
C
3
ways, we have to remove undesirable ways: R>S⇒R≥6
Give at least 6 to R and 2 to S and distribute remaining between R,S,G,B in
(7)!(4−1)!
(7+4−1)!
=
10
C
3
ways.
10
C
3
are undesirable cases.
∴ desired way =
16
C
3
−
10
C
3
=440
Similar questions