The ends of the graph go in different directions so this is an polynomial of the odd degree. As the domain values approach negative infinity, the range values approach infinity. As the domain values approach positive infinity, the range values approach negative infinity. This must be an odd degree polynomial with a negative leading coefficient. The answer is B. F(x) = -x^7 + 4x^3 - 2x^2
Answer:
Angle ORP and Angle ORN are a linear pair
Step-by-step explanation:
The proof will entail making use of the fact that ∠ORP and ∠ORN are supplementary. Whether their description as a linear pair is a statement or a reason will depend on your approach to the proof. Apparently, here, you are calling this fact a "statement".
The second (and subsequent) line(s) of the table might be ...
2 (statement) ORP and ORN are a linear pair. (reason) OR is a common side and R is a common vertex on line PN for these angles, hence they meet the definition of a linear pair.
3 (statement) ORP and ORN are supplementary. (reason) definition of a linear pair
4 (statement) 80 + (3x+10) = 180. (reason) substitution property; supplementary angles sum to 180 degrees
5 (statement) 3x = 90. (reason) subtraction property of equality
6 (statement) x=30. (reason) division property of equality
I honestly think it's If a number is not a multiple of 4 it is not divisible by 2 but I am not really sure :(?
It’s 8/15 decimal form it’ll be 0.53 hope this helped !
