<h3>
Answer: Choice D) Angle Angle Side (AAS)</h3>
Explanation:
The marked angles in red are a congruent pair of angles. This forms the first "A" in "AAS".
The vertical angles are another pair of congruent angles. This is the other "A" in "AAS".
The tickmarks indicate those segments are the same length, so that forms the "S" in "AAS".
The sides are not between the angles mentioned for any given triangle, so we use AAS instead of ASA.
Answer:
rational
Step-by-step explanation:
Answer:
D. It has a constant slope.
Step-by-step explanation:
We have to find the characteristic which states that the graph of a function must be linear.
The four characteristics given in the question are;
A. It passes through the origin
B. It crosses the x-axis more than once.
C. It crosses the y-axis exactly once
D. It has a constant slope.
If we consider the first characteristic that it passes through the origin
, then the graph of a function will not be linear because it will contain two variables.
If we consider the second characteristic that it crosses the x-axis more than once
, then the graph of a function will not be linear because it will then be a parabola or a curve function and will not have a linear function.
If we consider the third characteristic that it crosses the y-axis exactly once
, then the graph of a function will not be linear because it may cross the x-axis twice.
If we consider the fourth characteristic that it has a constant slope
, then the graph of a function will be linear because it will not change it's form and will have a constant slope linear function.
The radius is <span>5.497211734394065
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