For any given y value, there can only be one x value. Let's consider a graph with a line that curves and intersects x=2 twice. This would mean that if you plug 2 into the function you would get two answers. However, this is not possible as plugging in any value to x will result in only one answer. For example, if y= 4x + 3, no matter how many times I plug a number in there, I'm always going to get the same y value, and this is true for all real functions.
Answer:
it is at -2 degrees
Step-by-step explanation:
sorry for being late but if anyone in the future sees this hears the answer!
have a good one!
Answer:
a,e,c,b,d
Step-by-step explanation:
i think that is it but im not completly sure
1/6(12z-18)=2z-3
12/6z-18/6 =2z-3
2z-3=2z-3
there are infinite solutions for this equation or all real numbers