-4x2-16xi+16
What is the value of z for the following systems?
y=-2x+14
3x-4z=2
3x-y=16
z=4
What is the equation for the parabola with the following characteristics:
Vertex: (-1,-8)
Focus: (3,-8)
(y+8)2=4(x-6)
If the terminal side of an angle, in standard position, passes through point (-4,3), what is the numerical value of sin of the angle?
3/5
What does grand risings mean?
Good morning!
The expression 3i(ai-6i2) is equivalent to
-3a-18i
What is the value of y in the following systems?
3x+4y-5z+-2
2x+3y-1z=-3
6x-y+4z=3
y-3
Find the Vertex of the following parabola?
(y+5)2-16(x-7)=0
(7,-5)
If an angle is in standard position, whose terminal side passes through the point (-2,-3), what is the value of tan?
3/2
What is the inverse of y=Log3x?
x=3y
6xi3(-4xi+5)
-24x2-30xi
What is the solution to the following systems in Quadrant III?
y=x2-24
y=x-12
(-3,-15)
What is the focus of the parabola?
(y-1)2+8(x-3)=0
(1,1)
An angle is in standard position and its terminal side passes through the point (2,-1). Find the value of Sin.
-1/ Rad(5)
If f(x)=log3x and g(x) is the image of f(x) after a translation five units to the left, what equation would represent g(x)?
g(x)=log3(x+5)
(2-yi)2
-y2-4yi+4
The 2 solutions for the following systems can be described as?
2x-y=4
(x+3)2+y2=8
A. Both imaginary
B. Both Real
C. One real, One imagianry
A. Both Imaginary
Find the vertex, focus, and directrix of the parabola.
(y-6)2-16(x+6)=0
Vertex: (-6,6)
Focus: (-2,6)
Directrix: x= -10
Given sin x = (7/25) and terminates in quadrant II then what is the value of tan?
-7/24
6%
(3k-2i)2
9k2-12ki-4
What is the solution to the following systems in Quadrant II?
y=-2x
x2+y2=5
(-1,2)
What is the equation of the parabola with the following characteristics?
Vertex: (-2,7)
Focus: (3,7)
(y-7)2=20(x+2)
What special moon happened this week?
Strawberry Moon
Daniel invests a lump sum of money in a savings account with a fixed annual interest rate of 5% that is compounded continuously. After 7 years, the account balance reaches $5676.27. How much was initially invested?
$4000