Question

Only need help with question 11graph the solution to the inequality

Answer 1

there is not value that satisfies the inequality

no solution

`\text{solution :}\varnothing`

Step-by-step explanation

An absolute value function is a function that contains an algebraic expression within absolute value symbols. Recall that the absolute value of a number is its distance from 0 on the number line

it is given by

`\lvert x\rvert`

as, it is a distance the value is always positive ( or greater than zero)

Step 1

hence if we have the expression

`\lvert x\rvert<-1`

we are searching for all the values whose absolute value is smaller than -1

as we saw in the explanation, the absolute values are positive ALWAYS , hence,

there is not value that satisfies the inequality

in other words,

`\text{solution :}\varnothing`

I hope this helps you