two solutions of 5y=6x
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Answered by
1
Hey there !!
We have
5 y = 6 x
putting x = 1 and 5
Then , 5y = 6 ( 1 )
y = 6 /5
And 5y = 6 ( 5)
y = 6
so Two solutions are , ( 1 , 6 / 5) and ( 5 , 6 )
Hope this would help you !!
We have
5 y = 6 x
putting x = 1 and 5
Then , 5y = 6 ( 1 )
y = 6 /5
And 5y = 6 ( 5)
y = 6
so Two solutions are , ( 1 , 6 / 5) and ( 5 , 6 )
Hope this would help you !!
hyunxu:
Can we use any digits for x and u?
Answered by
1
Heya User,
--> We have our lines :-> 5y = 6x
--> So, 5y = 6x = lcm(5,6)k
=> 5y = 6x = 30k <-- Assume
=> y = 6k || x = 5k is the soln.
So, for k = 1, ( x , y ) ≡ ( 5 , 6 )
--> for k = 2 , ( x , y ) ≡ ( 10 , 12 )
Hence, ( 5 , 6 ) and ( 10 , 12 ) is the two integral soln.
However, ( x , y ) = ( 5k , 6k ) ∀ k ∈ Z <--- is the generalized integral soln.
Hope you're satisfied..
--> We have our lines :-> 5y = 6x
--> So, 5y = 6x = lcm(5,6)k
=> 5y = 6x = 30k <-- Assume
=> y = 6k || x = 5k is the soln.
So, for k = 1, ( x , y ) ≡ ( 5 , 6 )
--> for k = 2 , ( x , y ) ≡ ( 10 , 12 )
Hence, ( 5 , 6 ) and ( 10 , 12 ) is the two integral soln.
However, ( x , y ) = ( 5k , 6k ) ∀ k ∈ Z <--- is the generalized integral soln.
Hope you're satisfied..
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