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Name 2 linear expressions whose difference is 5x-4

Sagot :

14x+1 and 9x+5. To get that answer, I picked a random linear expression then subtracted 5x-4 from it
Carlosegoid

For this case we can write the following linear expressions:

[tex] 10x + 6

5x +10 [/tex]

We now subtract both linear expressions:

[tex] (10x + 6) - (5x +10)
[/tex]

From here, we must subtract similar terms.

We have then:

[tex] (10x-5x) + (6-10)
[/tex]

Rewriting we have:

[tex] 5x-4
[/tex]

That is, we obtain the desired result.

Answer:

2 linear expressions whose difference is 5x-4 is:

[tex] 10x + 6

5x +10 [/tex]

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