Incorrect Your answer is incorrect. Solve the compound inequality. $$4y+2<-22 \quad \text{or} \quad 3y+5\geq -4$$ Write the solution in interval notation. If there is no solution, enter $$\emptyset$$. Try again Recheck
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Step 1: Solve the first inequality: $$4y+2 < -22$$ Subtract 2 from both sides: $$4y < -22 - 2$$ $$4y < -24$$ Divide by 4: $$y < \frac{-24}{4}$$ $$y < -6$$ In interval notation, this is $$(-\infty, -6)$$. Show more…
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