Without the image, it is difficult to determine the exact inequality that Hissa solved. However, based on the provided options, it is likely that Hissa solved the inequality:
1/5x - 3/5 ≥ 2/5
which can also be written as:
x/5 ≥ 11/5
To graph this inequality on a number line, you would start by marking a solid dot at 11/5 (2 and 1/5) and then shading the portion of the number line to the right of 11/5.
Use the image to answer the question Hissa solved and inequality and graft the solution on the number line which of the following inequalities did she show on the graph. It has the five circled with the left side shaded and the answers to pick from our 3/5 X +2/5 and a quality is greater than 3 2/5 or is it 1/5 X -3/5 is less than inequality 2/5, or is it 3/7 X +1/7 is less than inequality one and 6/7 or is it 2/5 X -4/5 is greater than inequality one and 1/5
1 answer
1 answer