Match the terms to the correct phrase.(1 point)
Put responses in the correct input to answer the question. Select a response, navigate to the desired input and insert the response. Responses can be selected and inserted using the space bar, enter key, left mouse button or touchpad. Responses can also be moved by dragging with a mouse.
If the exponent of the leading term is _____ the graph will behave the same at both ends.
If the sign of the leading coefficient is positive, the right side of the graph will approach:
If the sign of the leading coefficient is negative, the right side of the graph will approach:
If the exponent of the leading term is _____ the graph will behave opposite at each end.
Skip to navigation
page 23 of 23
even, infinity, negative infinity, odd
If the exponent of the leading term is even, the graph will behave the same at both ends.
If the sign of the leading coefficient is positive, the right side of the graph will approach positive infinity.
If the sign of the leading coefficient is negative, the right side of the graph will approach negative infinity.
If the exponent of the leading term is odd, the graph will behave opposite at each end.
To match the terms to the correct phrases, you need to follow these steps:
1. Identify the phrases:
- "If the exponent of the leading term is _____ the graph will behave the same at both ends."
- "If the sign of the leading coefficient is positive, the right side of the graph will approach:"
- "If the sign of the leading coefficient is negative, the right side of the graph will approach:"
- "If the exponent of the leading term is _____ the graph will behave opposite at each end."
2. Look for the missing terms that need to be matched to the correct phrases.
3. Determine the correct answers for each phrase.
Here are the possible options for the missing terms:
- "even"
- "odd"
To find the correct answers, match the terms to the phrases based on their meanings:
- If the exponent of the leading term is even, the graph will behave the same at both ends.
- If the sign of the leading coefficient is positive, the right side of the graph will approach: "positive infinity."
- If the sign of the leading coefficient is negative, the right side of the graph will approach: "negative infinity."
- If the exponent of the leading term is odd, the graph will behave opposite at each end.
Once you have determined the correct answer for each phrase, input the matching terms into the corresponding input fields using the provided methods (space bar, enter key, left mouse button, or touchpad).