Find two different solutions of the equation 5x – y – 10=0
Answers
Answered by
0
Answer:
y= -- 10
step-by-step
1.x=3
y=5
2.x=0
y= - 10
Answered by
0
The answer is
x=2; y=0
Step by step explanation:-
5x - y - 10 = 0
5x - y = 0+ 10
x - y = 10/5 = 2
x = 2 + y (i)
We know that x = 2+y
So, taking the value of x as 2+y, we will solve the equation
5* 2+y- y - 10 = 0
10+ y - y = 0 + 10
y-y = 10/10
0 = 1
That is y = 0 (ii)
From the (i) equation we know that x = 2+y. So, x = 2+0 which is 2
Hence x=2; y=0
Thank you
x=2; y=0
Step by step explanation:-
5x - y - 10 = 0
5x - y = 0+ 10
x - y = 10/5 = 2
x = 2 + y (i)
We know that x = 2+y
So, taking the value of x as 2+y, we will solve the equation
5* 2+y- y - 10 = 0
10+ y - y = 0 + 10
y-y = 10/10
0 = 1
That is y = 0 (ii)
From the (i) equation we know that x = 2+y. So, x = 2+0 which is 2
Hence x=2; y=0
Thank you
Similar questions