To find the critical points, first we derivate the function:
dy/dx has roots x = 0 and x = -5/6.
When x < -5/6, we can check that dy/dx is negative. When -5/6 < x < 0, we can check that dy/dx is positive. And, when x > 0, we can check that dy/dx is also positive.
Therefore, y is increasing when x > -5/6 and decrasing when x < -5/6. y has inflection points at x = -5/6 and x = 0
Answer:
its -3
all you gotta do is substitue the point in for x and y
x = -4
y = 7
248 , 842....aquí están los números....
Answer:
D. The sequence diverges by oscillation.
Step-by-step explanation:
an = (-1.00000004)n
From root test
L = Lim n->infinity (|an|)(1/n)
==> L = Lim n->infinity (|-1.00000004n|)(1/n)
==> L = Lim n->infinity (|-1.00000004|n)(1/n)
==> L = Lim n->infinity |-1.00000004|
==> L = 1.00000004 > 1
Hence series diverges.
Answer:
D- 30
Step-by-step explanation:
Total = 50
Percentage= 60%
No : of choose maths = 60/ 100 x 50 = 30
Hope its right!
