I hope this explains it:
(Work and info in attachment)
Answer:
Based on graph description ...
- end behavior: (-∞, +∞), (+∞, -∞)
- y-intercept: (0, -4)
Based on what appear to be answer choices ...
- end behavior: (-∞, ∞), (+∞, -6)
- y-intercept: (0, -5)
Step-by-step explanation:
<u>End behavior</u>
"Starts at top left" means the function approaches +∞ as x approaches -∞.
"Continues decreasing to the bottom right" seems to mean the function approaches -∞ as x approaches +∞.
(While an exponential decay function "continues decreasing", it approaches a limit. Your description of the graph says nothing about that, so we assume it is an odd-degree polynomial function with a negative leading coefficient.)
__
<u>Y-intercept</u>
"Crosses the y axis at negative 4" means the y-intercept is (0, -4).
_____
<em>Comment on problem statement discrepancies</em>
Perhaps you intended to describe the graph as "approaching -6 at the bottom right." That would match a description, "The graph approaches y = −6 to the right." However, your offered choice of (0, -5) for the y-intercept does not match the verbal description of "crosses the y axis at negative 4."
Answer:
hope this helps
Step-by-step explanation:
my parents are the same way so if you listen to classical music then things will stick in you head and you can draw things to remind you what they mean like if you had a definitions then draw what they mean
Answer:
Step-by-step explanation:
Provef
In the ∆VXW and ∆ZXY given that
WX~= YX, VX~=ZX and the included angleVXW = the included angleZXY (vertically opposite angles are equal to each other)
Therefore
∆VXW ~= ∆ZXY [SAS Theorem]
Proven
First you need to distribute the exponent into the terms for the first parenthesis.
(-3x²y³)³ = (-3)³ * (x²)³ * (y³)³
= -27 *x⁶ *y⁹
= -27x⁶y⁹
Then you multiply -27x⁶y⁹ by x²y.
You just need to add the exponents of x and y:
-27x⁶⁺²y⁹⁺¹
= -27x⁸y¹⁰