How do you solve the inequality $5 - x > 3$ $5 - x >3$ ?

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How do you solve the inequality $5 - x > 3$ $5 - x >3$ ?

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Answer 1 · 2018-03-13T12:40:41

See solution process below

Explanation:

First, we have to transpose terms in order to leave x alone

$5 - x > 3$ $5-x>3$ it's the same $5 - 3 > x$ $5-3>x$ ; that it's the same $2 > x$ $2>x$

The solution are all numbers $x$ $x$ lower than 2. This the interval $(- \infty, 2)$ $(-oo,2)$ . The side in 2 is "open=parenthesis" because 2 is not included in the solution: the numbers must be lower than 2 but not equal to 2

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How do you solve the inequality $5 - x > 3$ $5 - x >3$ ?

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How do you solve the inequality $5 - x > 3$ $5 - x >3$ ?