Formulas
Exponents and Scientific
Reflections and Rotations
Shapes and Inequalities
Solve
100

Pythagorean Thrm

a2+b2=c2

100

am/an

am-n

100

reflect over x-axis

(x,y)->

reflect over y-axis

(x,y)->


(x,-y)


(-x,y)

100

area of rectangle


area of triangle


a = bh


a = 1/2bh

100

Write 3.42 . 10-4 in standard form.

0.000342.



200

Simple Interest

I = prt

200

a-n

1/an

200

Reflection over y = x

(x,y) ->

Reflection over y = -x

(x,y) ->


(y,x)


(-y,-x)

200

area of semi-circle

a = 1/2pi r2

200

Write 58,000,000 in scientific notation.

5.8 . 107

300

Interoir Angle Sum

S= (n-2).180

300

scientific notation

. 10  1<a<10

               

300

Rotate 90 degrees clockwise

(x,y) ->



(y, -x)



300

Multiply or devide an inequality by a negative number

FLIP THE SIGN

300

Similar solids have a scale factor of 3. What is the volume scale factor?

27

400

Circle Area

Circle Circumference

A= pi r2

C= 2 pi r
400

(a.10m)(b.10n)

ab.10m+n

400

Rotation 180 degrees

(x,y) ->


(-x,-y)

400

Sphere volume

Cone volume

Cylinder volume

V= 4/3pi r3

V= 1/3pi r2h

V = pi r2 h

400

Two similar solids have volumes 8 and 216. What is the linear scale factor from smaller to larger.

3

500

y - int form

point slope form

standard form

direct variation

y = mx+b

y1-y = m(x1-x)

ax+by=c

y=mx=kx

500

(a.10m)/(b.10n)

(a/b)10m-n

500

Rotate 90 degrees counter-clockwise

(x,y) ->


(-y,x)

500

pyramid Volume

Triangular prism volume


v =1/3Bh

v = Bh=1/2bwh

500

two similar figures have areas 24 and 100. what is the linear scale factor from small to large?

5_/6/6 = 2.04