Question

can you solve for x please

550=((1)/(1/1120)) + 1/x

Answer 1

\[550=1120+\frac{1}{x}\]

Answer 2

is that a double fraction? if it is then
550=1120/1 + 1/x
1/x=550- 1120 then u can go from there

Answer 3

\[550x=1120x+1\]

Answer 4

You can probably solve it from @Mertsj edit.

Answer 5

\[-570x=1\]

Answer 6

\[x=\frac{-1}{570}\]

Answer 7

550 =1120+1/x
550-1120=1120-1120 +1/x
-570 =1/x
x =-1/570

Answer 8

550=((1)/(1/1120)) + 1/x
remember every can be expressed as a fraction divided by 1, so 1 become 1/1 now just flip bottom fraction and multiply
(1/1) / (1/1120) + 1/x = 550 =
(1120x + 1)/x = 550
1 = 550x - 1120x
you can do the rest