Parts of a Polynomial
Combining Like Terms
Finding the Difference
Multiplying
Dimensional Analysis
100

6 is the ______________in this expression 6x-10

What is Coefficient?

100

The sum of 2x + 5 and 3x^2 - 6x + 2

What is 3x^2 - 4 + 7?

100

When you subtract or find the difference, you need to distribute the ____ first and then Combine Like Terms.  

What is negative one?

100

The area of a rectangle with the length of x + 4 and a width of x - 3.  

What is x^2 + x - 12?

100

Convert 3 feet into inches.  

What is 36 inches?

200

The linear term of the polynomial:  2x - 4

What is 2x?

200

Find the perimeter of a rectangle with a length of sqrt 6 and the width of 5.  

What is 10 + 2 sqrt 6?

200
The difference between 2x and 4x - 5.  

What is -2x + 5?

200

The product of (2x - 3) and (x + 4).  

What is 2x^2 + 5x - 12?

200

The average speed of a car on a stretch of interstate is 70 miles per hour. Convert this rate to feet per second.

What is 102.6 ft/sec

300

Classify:  -2x^4

What is Quartic Monomial?

300

Find the perimeter of a triangle with side lengths measuring x, 4x, and 5x - 6.  

What is 10x - 6?  

300

The difference between sqrt 24 and sqrt 54.  

What is - sqrt 6?

300

The product of sqrt 2 and sqrt 20

What is 2 sqrt 10?

300

The faucet is dripping at a rate of 2.4 Liters per hour, which is _______Liters in a day.  

What is 57.6 Liters?

400

A monomial with a constant of -5.  

What is -5?

400

Find the perimeter of a rectangle with a length measuring sqrt 5 and a width of sqrt 20.  

What is 6 sqrt 5?  

400

The difference between 2x^2 - 6x + 2 and 3x^2 - 5.  

What is -x^2 -6x + 7?

400
The product of sqrt 5 and sqrt 20.  

What is 10?

400

The speed of a train traveling 64 miles per hour in feet per second.  

What is 93.9 feet per second?

500

The number in front of the variable with the highest degree.  

What is the Leading Coefficient?

500

Adding radicals and polynomials are just like __________.  

What is Combining Like Terms ?

500

The difference of 2x + 8 and 7x - 8.  

What is -5x + 16?

500

While multiplying radicals, you must multiply the _______ and _______ and then simplify if possible.  

What is coefficients and radicands?

500

Dimensional Analysis and conversions are just like multiplying by ________.  

What is one?

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