Solve for X
4x - 7 = 9
x= 4
Use the relation (-3,3) (1,1) (0,-2) (1, -4) (5, -1) and state the domain and range.
D= (-3,0,1,5)
R=(-4,-2,-1,1,3)
6y-8-6-8y=4
-9
What is the point called when it intersects the y-axis?
Y-intercept
4x3+2x2−7x+1
is it a polynomial?
yes
5(n+4)-(n+7)=-11
n=
n=-6
II I
III IV
-7(x+7)=-56
x+1
F(x) = -4x + 7; f(1)
3
Factor
x^2+7x+10
(x+5)(x+2)
2(k+4) = 3(k-2)
k=
k=14
In what quadrant are all the coordinates negative in?
Quadrant III
4/3 = 8/x-1
x=7
Find the X- and y-intercepts of the equation y= 3x +6
x= -2 (2,0)
y= 6 (0,6)
what is the degree?
5x^4−3x^2+2x−8
4 (because it's the highest exponent.)
n-6 /3 = n-2 /9
n=
n=8
What makes the relation a function? Can you show me an example of a function
The relation is a function there is only one output for every input. An example is (2,1) (5,6) (1,2) (4,9)
-4(x+5)= 5/3 (3x-12)
x=0
Graph the function & provide y values. y= x -3
(-1, )(1, ) (3, )(5, )
-4, -2, 0, 2
True or false
The expression 7x−2+4x+37x^{-2} + 4x + 37x−2+4x+3 is a polynomial.
False because the exponent is negative.
10 / 2x + 4 = 4/ x+5
x =
x =-17
State the domain and range as well as a mapping of the relation. (-2,4) (1,7) (-3,8)
D (-2,1,-3)
R(4,7,8)
-6(w-4)+8w= 2(w+(9)
No solution
Use the function f(x) = 3x-8 and g(x) =x^2+4x-11 to solve:
f(-4) - g (7)
12
Evaluate 2x3−4x+12x^3 - 4x + 12x3−4x+1
when x=2x = 2x=2.
2(2)^3−4(2)+1=2(8)−8+1=16−8+1=9