Question

Solve the system of equations. 4x - y = 8
-8x + 2y = -5

Answer 1

Multiply the first equation by 2, then add to the 2nd equation.
Makes sense?

Answer 2

so 8x-8y=64?

Answer 3

??

Answer 4

by multilyin first eqn by 2 ull get 8x-2y=16 now add both eqn..

Answer 5

-16x+4y=-10

Answer 6

Firstly multiply first by 2 you will get:

8x-2y=16
-8x + 2y = -5

Just add them:

x and y both cancels..

So, it is the system of linear equation having no solutions because they are parallel to each other and are non - overlapping..

So, this will have no solution..

Answer 7

yes @waterineyes is correct

Answer 8

Thank you @arch1

Answer 9

so 11?

Answer 10

16+ -5?

Answer 11

I am saying that the answer to this problem is NO SOLUTION..

Answer 12

You have to just write like this:

\(\large \color{green}{The \:given \:system \:has \;No \:Solution..}\)