When solving the equation, we get a different number on each side of the equal sign. So, no value of x makes the equation true. That means the equation has no solution. 0 = 7 When solving the equation, we get the same number on each side of the equal sign. So, any value of x makes the equation true. That means the equation has infinitely many solutions. 0=0, 5=5 When solving the equation, we get a variable equal to a number. So, that value of x makes the equation true. That means the equation has one solution. N=4

I'm assuming you are asking if the above statements are true or false

All true

Step-by-step explanation:

In the first statement, an equation may have different numbers on both sides of the equation after solving the equation such that we have 0=5 for instance given 1x=1x+5. This means that we cannot solve this equation and it cannot be true

In the second statement, an equation may be infinite meaning that is true for all values for the variables such that we have equal numbers on both sides of the equation 1=1, 4=4,0=0 for instance given equations like x−10+x=8+2x−18

In last statement, an equation is true if the variable equals a number meaning that the equation has one solution such as x=2 given an equation like 2x+4=8

step-by-step explanation: