Enter the notation for each graph. C or K Example:C5 Eaxmple:K6

Find and graph each set:  (negative infinity, -4) U (4, infinity)

All changes saved JUUU 11. The graph below represents the graph of y = csc x. -10 10 True False

State the DOMAIN & RANGE of your graph. Explain the meaning of both

Graph. y = −4   Graph. x = −8

Use the graph shown to answer the next 7 questions. 10, .. 10 10 10

EXPLORE Imagine a single piece of string that can be wound back and forth. In the illustration, the string is bent so that it has three "layers." It is still one piece of string at this point. Imagine now that you take scissors and cut through the wound string, as indicated by the dotted line. The result will be four separate pieces of string, as shown in the next illustration. You can make more than one cut across the layers of string, creating more pieces. You can also start with more layers of bent string. Draw your own pictures of string with different numbers of layers and different numbers of cuts. Now suppose that the number of layers is I, the number of cuts is c, and the number of pieces is p. Find a rule, an equation, for describing the relationship between the number of layers, the number of cuts, and the number of pieces.

When reading a graph we can find the independent value and trace up to the dependent value. O True O False MacBook Air DII DD F10

4. Rewrite the expression to make it easier to graph. What are the transformations to the parent function? 3 8x - 24 +4

Graph