Find the solution to the inequality 4y+2<50.(1 point)

Answer 1

To solve the inequality 4y + 2 < 50, first we isolate the variable y by subtracting 2 from both sides:

4y < 48

Next, we divide both sides by 4 to solve for y:

y < 12

Therefore, the solution to the inequality 4y + 2 < 50 is y < 12.

Answer 2

What would the solution y<3 look like if you were to represent it graphically?(1 point) Responses an open circle on 3 shading everything to the right of 3 an open circle on 3 shading everything to the right of 3 an open circle on 3 shading everything to the left of 3 an open circle on 3 shading everything to the left of 3 a closed circle on 3 shading everything to the left of 3 a closed circle on 3 shading everything to the left of 3 a closed circle on 3 shading everything to the right of 3 a closed circle on 3 shading everything to the right of 3

Answer 3

The graphical representation of the solution y < 3 would be an open circle on 3 with shading everything to the left of 3.

Answer 4

Find the solution to the inequality x7+13>20 .(1 point) Responses x<49 x less than 49 x>1 x greater than 1 x>337 x greater than Start Fraction 33 over 7 End Fraction x>49

Answer 5

To solve the inequality x/7 + 13 > 20, first we isolate the variable x/7 by subtracting 13 from both sides:

x/7 > 7

Next, we multiply both sides by 7 to solve for x:

x > 49

Therefore, the solution to the inequality x/7 + 13 > 20 is x > 49.