Please solve and show work. 3a + 10 > 13 or a - 4 < 10

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The solution set of the inequalities 3a + 10 > 13 or a - 4 < 10 has to be determined.

3a + 10 > 13

=> 3a > 3

=> a > 1

a - 4 < 10

=> a < 14

As a should satisfy the inequality 3a + 10 > 13 *or* a - 4 < 10, this gives a > 1 *or* a < 14. This is true for all real values of a.

**The required solution set is R**

3a + 10 >13

3a>3

a>1

or

a-4<10

a<14

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