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100

What is Product Law?

When multiplying two powers with the same base, just add the exponents.

100

What are the Product Laws of Exponents?

To simplify a power to a power, keep the base and multiply he exponents.

100

What steps can I take to Divide with scientific notation?

Step 1: Divide coefficient                                         Step 2: Divide the bases and exponents using the quotient law. Careful with the subtraction!               Step 3: Make sure the answer is in scientific notation (the first number is greater than or equal to 1 and less than 10)

100

What is the central angle?

When two radii of a circle meet at it's center. The measure of a central angle is less than or equal to 180 degrees.

100

What steps can I take to solve a Multi-Step Equation?

1. Parenthesis (Distributive)

2. Combine Like Terms 

3. Make sure the variable is on one side of the "=" sign.

200

What is the Expanding Products Backwards?

We can use the Product Rule Backwards to simplify expressions of different bases but the same exponents.

200

What is a exponent?

A exponent is a number that tells us how many times we have to multiply the base.

200

How to solve a fractional equation?

Step 1: Determine the least common multiple of the denominators: LCM                                               Step 2: Multiply both sides of the equation by the LCM.                                                                   Step 3:Use inverse the equations to solve the equations.

200

How to find the height or radius of a cylinder with the given volume?

1. What is given?

2. Write down the formula of the formula for creating an equation.

3. Substitute values into the formula for creating an equation.

4. Solve the equation for the unknown variable (inverse operation) 

200

What is Function?

A rule where each input has only one output. Functions can be represented in 3 ways:equation, table and a graph.

300

What is the 1st Rule of Exponents?

When ever the bases are multiplied together,  you must ADD the exponents. Product of a power.

300

What is Scientific Notation?

It is used to express a very large or a very small number as the product of two numbers.

300

What is the circumference?

The circumference is the perimeter of a circle 

300

What is a sphere?

A defined as the set of all points in three dimensions that are equidistant from the center.

300

What is the domain?

A set of all the numbers you can plug into a function. (input)

400

What is the Quotient Law?

To divide powers with the base and subtract the exponents.

400

What are the steps for Adding Scientific Notation?

If exponents are the same, we add coefficients and keep exponents the same, making sure that the answer is in correct scientific notation! If exponents are not the same, we make them into the same, add the coefficients and keep exponents the same making sure that the first number is greater than than 1 or equal to 1 or less than 10.

400

What is the formula for a circle?

The formula for a circle is a=pie x r2

400

What is a antipodes?

Are the endpoints of a diameter.

400

What is the range?

A set of all numbers that you get out of a function. (output)

500

What is the Going Backwards.... Quotient Law?

To divide powers with the different base & same exponents, keep the exponents & divide the bases.

500

What steps can I take to Multiply with Scientific Notation?

Step 0: Regroup                                                   Step 1: Multiply coefficients                                   Step 2: Multiply the bases and exponents using the product law (add the exponents)                           Step 3: Make sure answer is in scientific notation (the first number is greater than 1 equal to 1 or less than 10)                                             

500

What is the chord?

A line segment with it's endpoint on a circle.

500

What is the Great Circle?

The circumference of the sphere's widest point.

500

Is 3x & 5y like terms and why or why not?

They are not like terms they are unlike terms because the variables are different.