Question

Ram tells his daughter, my age is 5 years more than twice of your age. Write the linear

equation in two variables to express the above statement​

Answer 1

Answer:

ANSWER

ANSWERLet the father present age =x years and son present age =y years

ANSWERLet the father present age =x years and son present age =y yearsAccording to the first condition

ANSWERLet the father present age =x years and son present age =y yearsAccording to the first condition5 years later father will be (x+5) years old and son will be (y+5) years old.

ANSWERLet the father present age =x years and son present age =y yearsAccording to the first condition5 years later father will be (x+5) years old and son will be (y+5) years old.⇒x+5=3(y+5)

ANSWERLet the father present age =x years and son present age =y yearsAccording to the first condition5 years later father will be (x+5) years old and son will be (y+5) years old.⇒x+5=3(y+5)⇒x+5=3y+15⇒x=3y+10....eq1

ANSWERLet the father present age =x years and son present age =y yearsAccording to the first condition5 years later father will be (x+5) years old and son will be (y+5) years old.⇒x+5=3(y+5)⇒x+5=3y+15⇒x=3y+10....eq1According to the second condition

ANSWERLet the father present age =x years and son present age =y yearsAccording to the first condition5 years later father will be (x+5) years old and son will be (y+5) years old.⇒x+5=3(y+5)⇒x+5=3y+15⇒x=3y+10....eq1According to the second condition5 years ago father was (x−5) years old and son was (y−5) years old.

ANSWERLet the father present age =x years and son present age =y yearsAccording to the first condition5 years later father will be (x+5) years old and son will be (y+5) years old.⇒x+5=3(y+5)⇒x+5=3y+15⇒x=3y+10....eq1According to the second condition5 years ago father was (x−5) years old and son was (y−5) years old.⇒x−5=7(y−5)

ANSWERLet the father present age =x years and son present age =y yearsAccording to the first condition5 years later father will be (x+5) years old and son will be (y+5) years old.⇒x+5=3(y+5)⇒x+5=3y+15⇒x=3y+10....eq1According to the second condition5 years ago father was (x−5) years old and son was (y−5) years old.⇒x−5=7(y−5)⇒x−5=7y−35

ANSWERLet the father present age =x years and son present age =y yearsAccording to the first condition5 years later father will be (x+5) years old and son will be (y+5) years old.⇒x+5=3(y+5)⇒x+5=3y+15⇒x=3y+10....eq1According to the second condition5 years ago father was (x−5) years old and son was (y−5) years old.⇒x−5=7(y−5)⇒x−5=7y−35⇒x−7y=−30....eq2

ANSWERLet the father present age =x years and son present age =y yearsAccording to the first condition5 years later father will be (x+5) years old and son will be (y+5) years old.⇒x+5=3(y+5)⇒x+5=3y+15⇒x=3y+10....eq1According to the second condition5 years ago father was (x−5) years old and son was (y−5) years old.⇒x−5=7(y−5)⇒x−5=7y−35⇒x−7y=−30....eq2Put the value of x from

ANSWERLet the father present age =x years and son present age =y yearsAccording to the first condition5 years later father will be (x+5) years old and son will be (y+5) years old.⇒x+5=3(y+5)⇒x+5=3y+15⇒x=3y+10....eq1According to the second condition5 years ago father was (x−5) years old and son was (y−5) years old.⇒x−5=7(y−5)⇒x−5=7y−35⇒x−7y=−30....eq2Put the value of x from

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Answer 2

Answer:

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