christiangonzla
christiangonzla christiangonzla
  • 22-03-2019
  • Mathematics
contestada

what is the inequality that represents the range of the function g(x)=-3/4x^2 when the domain is restricted to -4

Respuesta :

salscostanzo salscostanzo
  • 22-03-2019

Answer:

y is equal to or less then 0

Step-by-step explanation:

Plug in x=-4,0, and 4 to see what way this graph is pointing. When x=-4 is it 16*-3/4 (which is negetive). When x=0, y=0. and when x=4, y=16*-3/4 (Which is the same, and negetive, like -4). We see that after 0, the graph goes back to the negetives in the y axis, and before 0, it does the same. The graph tops out at 0 and never goes up, so y is equal to or less then 0.

Answer Link

Otras preguntas

Which figures are reflections of Figure A? A) B and D B) C and E C) F D) all of the above
France how did the state-building and expansion & religion change overtime
Who is someone you thankful for and why?
Hello Help me anyone​
The image of the point (9,0) under a translation is (7,4). Find the coordinates of the image of the point (0,8) under the same translation.
IAM BORED anyone able
Under the following translation, (x,y) becomes (x+3, y-2) the point (3,6) will become _____.
help with these 3 questions
Evaluate and simplify the expression when x= 3 and y = 5. 2y + 3(x - y) + x2 = [ ? ]
Use the graph to answer the question. What is the average rate of change from x = 3 to x = 11? 0 -8 1 001- 1 8 08