Alox and bhavani are the children of Chetan. Alox has twice as many br...
Alok(boy) brothers=2x
Alok sisters=x
Bhavani(girl) brothers=3y
Bhavani sisters=y
y+1=x
2x+1=3y
By solving equation
y=3
Total no of children=13
Alox and bhavani are the children of Chetan. Alox has twice as many br...
Problem: Alox and Bhavani are the children of Chetan. Alox has twice as many brothers as sisters. Bhavani has thrice as many brothers as sisters. How many children does Chetan have?
Solution:
Let us assume that Chetan has x children.
Let the number of sisters be y and the number of brothers be z.
Alox:
Alox has twice as many brothers as sisters.
Therefore, the number of sisters Alox has = y
The number of brothers Alox has = 2y
Bhavani:
Bhavani has thrice as many brothers as sisters.
Therefore, the number of sisters Bhavani has = y
The number of brothers Bhavani has = 3y
Total Number of Children:
Since Chetan has x children, the total number of brothers and sisters he has can be represented as x = y + z
Combining Alox and Bhavani:
From the given information, we know that:
- Alox has 2y brothers and y sisters
- Bhavani has 3y brothers and y sisters
Therefore, the total number of brothers and sisters that Chetan has can be represented as:
z + 2y + 3y = x
Simplifying the equation, we get:
z + 5y = x
Conclusion:
From the above equation, we can see that the total number of children Chetan has is dependent on the values of z and y. We cannot determine the exact number of children Chetan has without additional information.