Sarthak present ages X years and sakshi's present age is y years. The

1.	Sarthak present ages X years and sakshi's present age is y years. The sum of present ages of Sarthak and Sakshi is 25. Sarthak Age is less by 8 then double the age of Sakshi. 4 years ago Sakshi age was three years less than sarthak's age at that time. Find their present ages.
Answer» Answer: Step-by-step explanation: x + y = 25 x = 2Y - 8 subtracting y = 25 -2y + 8 3y = 33 y =11 years x = 25 - y = 25 -11 = 14 years Thus, Sarthak's present age is x = 14 yrs and Sakshi's is y = 11 years. Note: These values will satisfy third condition. You can pick any two conditions, frame EQUATIONS for them and solve.

Sarthak present ages X years and sakshi's present age is y years. The sum of present ages of Sarthak and Sakshi is 25. Sarthak Age is less by 8 then double the age of Sakshi. 4 years ago Sakshi age was three years less than sarthak's age at that time. Find their present ages.

Answer»

Answer:

Step-by-step explanation:

x + y = 25

x = 2Y - 8

subtracting

y = 25 -2y + 8

3y = 33

y =11 years

x = 25 - y = 25 -11 = 14 years

Thus, Sarthak's present age is x = 14 yrs and Sakshi's is y = 11 years.

Note: These values will satisfy third condition. You can pick any two conditions, frame EQUATIONS for them and solve.

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Sarthak present ages X years and sakshi's present age is y years. The sum of present ages of Sarthak and Sakshi is 25. Sarthak Age is less by 8 then double the age of Sakshi. 4 years ago Sakshi age was three years less than sarthak's age at that time. Find their present ages.​

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Sarthak present ages X years and sakshi's present age is y years. The sum of present ages of Sarthak and Sakshi is 25. Sarthak Age is less by 8 then double the age of Sakshi. 4 years ago Sakshi age was three years less than sarthak's age at that time. Find their present ages.