What part of a term is a letter that represents an unknown number?
variable
distribute (white board):
2(3x)
6x
add the polynomial (white board):
(x+1)+(3x+3)
2x+4
subtract the polynomial (white board):
(x+1)-(x+1)
0
(show me on a calculator)
How do you create a new document?
1) home button
2)#1 (New)
3) "no to save"
4) press calculator or graph
the "2" in x2 means that x is multiplied (x times x). This "2" is an example of?
exponent
distribute (white board):
2x(4x)
8x2
add the polynomial (white board):
(2x+5)+(6x-2)
8x+3
subtract the polynomial (white board):
(2x+7)-(x-2)
x+9
add the following fractions:
2/3 + 5/2 +7/8
97/24
The term in a polynomial that has no variable and is at the end?
Constant
distribute (white board):
2(x+6)
2x+12
add the polynomial (white board):
(4x2+4x+2)+(6x2+x+3)
10x2+5x+5
subtract the polynomial (white board):
(5x2-6x+8)-(4x2+5x+6)
x2-11x+2
put this fraction into the calculator are write (whiteboard) the simplified result
81/648
1/8
Standard form for a polynomial is ax2+bx+c...
Put this term in standard form(on the white board):
5x +2 + 3x2
3x2+5x+2
distribute (white board):
2x(4x-1)
8x2-2x
add the polynomial (white board):
(x2-5x+9)+(-x2+4x-8)
-x+1
subtract the polynomial (white board):
(8x2+5x+3)-(6x2-2x-1)
2x2+7x+4
evaluate the expression
42-6(3+1)
-8
Standard form for a polynomial is ax2+bx+c...
Put the polynomial in standard form (white board):
-2 +4x -2x2
-2x2+4x-2
distribute (white board):
4(x2-x+1)
4x2-4x+4
add the polynomial (white board):
(2x2+4)+(5x-3)
2x2+5x+1
subtract the polynomial (white board):
(3x2+6x)-(3x+6)
3x2+3x-6
evaluate:
4(2/42-3)-5(7-9)
138/13