Blog post#9 qualities of a complete graph

This is considered a complete graph. I has the x and y axis labeled, the scale is even, the line is continuous and the rate is constant.

Blog post#10 Graphing Errors

For the first graph she only labeled 1 mark in each axis instead of all of it and the lines continue into negatives, which is unnecessary.
Her second graph she doesn’t have an origin and starts it with (2,5)
The third he only labels the points on the graph and not the origin, she also doesn’t label the axis.
Her last graph her x axis is not evenly spaced at the beginning. These are the mistakes she made when making her graphs.

Blog Post#11 How Many Solutions

There are 3 different kinds Of solutions in expressions. Infinite, one, and no solutions. An example of and infinite solution problem would be 4x+5=5+5x-X which would equal2 0=0 you would be able to check this by replacing the X variables by the result, this would work for checking any of the three solutions. An example of 1 solution would be 4x+5=3x+6 which equals X=1. A problem with no solution would be 2x-6=2x which equals -6=0 which is a false statement. You know when a problem has no solution when no legal moves work. And infinite when both side have the same value.