If POQ is a line and x-2y = 30 , find x and y
Answer :
We know from " from Euclid's fourth Axiom: Things which coincide with one another are equal to one another. "
So, If we have our lone POQ , As :
Than we get
x + y = Value of line POQ ( here we assume POQ = 60 , you can change it by rechecking your question again )
So,
x + y = 60 ---------------- ( 1 )
And
given
x - 2y = 30 ------------------ ( 2 )
Now we mutiply by 2 in equation 1 and get
2x + 2 y = 120 ---------------------- ( 3 )
Now we add equation 2 and 3 and get
3x = 150
x = 50 , substitute that value in equation 1 , we get
50 + y = 60
y = 10
So,
x = 50
And
y = 10 ( Ans )
We know from " from Euclid's fourth Axiom: Things which coincide with one another are equal to one another. "
So, If we have our lone POQ , As :
Than we get
x + y = Value of line POQ ( here we assume POQ = 60 , you can change it by rechecking your question again )
So,
x + y = 60 ---------------- ( 1 )
And
given
x - 2y = 30 ------------------ ( 2 )
Now we mutiply by 2 in equation 1 and get
2x + 2 y = 120 ---------------------- ( 3 )
Now we add equation 2 and 3 and get
3x = 150
x = 50 , substitute that value in equation 1 , we get
50 + y = 60
y = 10
So,
x = 50
And
y = 10 ( Ans )