Area Tiles
Polynomials
Methods for Solving
Scientific Notation
Exponentials
100
What is the area of this area tile?
x2
100
Multiply the two polynomials:
(2x)(x)
2x2
100
Solve the equation for the variable using any of the methods:
2(x + 3)=20
x=7
100
Scientific changes numbers into powers of ______
10s
100
Solve for x:
64 = 6x
x= 4
200
What is the perimeter of this area tile?
2x + 2
200
Multiply the two polynomials:
(x + 1)(x - 2)
x2 - 1x - 2
200
Solve the equation for the variable using any of the methods:
(7x+9)/10 = 3
x = 3
200
Turn from Standard to Scientific Notation
120,000
1.2 x 105
200
Solve for x:
x3 = 73
x = 7
300
What is the area of this group of area tiles?
xy+3y+x
300
Multiply the polynomials:
(3y - 1)(2x + 5)
6xy + 15y - 2x -5
300
Solve the equation for the variable using any of the methods:
(2x - 4)2 = 64
x = 6
300
Turn from Scientific Notation to Standard
3.62 x 10-5
0.0000362
300
Solve for x:
8x = 26
x = 2
400
What is the perimeter of this group of area tiles?
2y + 4x + 6
400
Multiply the polynomials:
(2x2 + 4x)(3x - 8)
6x3 - 4x2 - 32x
400
Solve the equation for the variable using any of the methods:
sqrt(3x + 12) -4 = 2
x= 8
400
Write the product of the two Scientific Notation numbers:
(3.5 x 103)(6.1 x 105)
2.135 x 109
400
Solve for x:
53 = 25x
x = 1.5
500
What is the perimeter of this group of area tiles?
2y + 2x + 6
500
Multiply the polynomials:
(3x2 + 2x - 2)(5x2 - 3x + 4)
15x4 + 1x3 -4x2 + 14x -8
500
Solve the equation for the variable using any of the methods:
2(x2 -3x + 4)=(2x + 8)(x - 3)
x= 4
500
Write the product of the two standard numbers in Scientific notation:
274000 x 4180
1.14532 x 109
500
Solve for x:
321 = 27x+1
x=6