Question

Q25. The sum of Rs. 156 is distributed among X, Y and Z such that Y gets Rs. 36 more than Z,
X get as much as Z.What is the Y's share?​

Answer 1

Answer:

Step-by-step explanation:

Let the amount of Z be Rs p

Then as per question X gets as much as Z , hence X also gets Rs p

Also Y gets Rs 36 more than Z,

Hence amount that Y gets is Rs p+36

So the equation becomes

p + p + p + 36 = 156

3p +36 = 156

3p = 156-36

3p = 120

p = 120/3

p = 40

Hence X andvZ gets Rs 40 each and Y gets 42 +36 = Rs 76

Hope it is clear

Answer 2

Answer:

X and v Z gets Rs 40 each and Y gets 42 +36 = Rs 76

Step-by-step explanation:

Answer:

Step-by-step explanation:

Let the amount of Z be Rs p

Then as per question X gets as much as Z , hence X also gets Rs p

Also Y gets Rs 36 more than Z,

Hence amount that Y gets is Rs p+36

So the equation becomes

p + p + p + 36 = 156

3p +36 = 156

3p = 156-36

3p = 120

p = 120/3

p = 40

Hence X and v Z gets Rs 40 each and Y gets 42 +36 = Rs 76

Hope it is clear  SUBCRIBE TO GENZEETECH