Solved

Graph the Solution for the Given Inequalities

Question 157

Matching

Graph the solution for the given inequalities.
Match each graph below with the letter of the corresponding inequality.

Premises:
Responses:
−5x<−15-5 x<-15
2y<62 y<6
−5x<15-5 x<15
−x>−5-x>-5
−5x>−15-5 x>-15
−3≥x3-3 \geq \frac{x}{3}
−x<−5-x<-5
−x<5- x<5
−5x>15-5 x>15
−3≤x−3-3 \leq \frac{x}{-3}
x3>−3\frac{x}{3}>-3
2y>−62 y>-6
2y>62 y>6
2y<−62 y<-6
−x>5-x>5
x3≥3\frac{x}{3} \geq 3
−x<5-x<5

Correct Answer:

−5x<−15-5 x<-15
2y<62 y<6
−5x<15-5 x<15
−x>−5-x>-5
−5x>−15-5 x>-15
−3≥x3-3 \geq \frac{x}{3}
−x<−5-x<-5
−x<5- x<5
−5x>15-5 x>15
−3≤x−3-3 \leq \frac{x}{-3}
x3>−3\frac{x}{3}>-3
2y>−62 y>-6
2y>62 y>6
2y<−62 y<-6
−x>5-x>5
x3≥3\frac{x}{3} \geq 3
−x<5-x<5
Related Questions

Q152: Simplify the algebraic expression. <span

Q153: Graph the solution for the given

Q154: Solve the equation. <span class="ql-formula"

Q155: Give the degree of the polynomial.

Q156: Simplify the expression. <span class="ql-formula"

Q158: The degree of a polynomial is the

Q159: Simplify the expression. <span class="ql-formula"

Q160: Simplify the algebraic expression. <span

Q161: Find the degree of the polynomial.

Q162: Find the indicated sum or difference.