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Multiplying Complex Numbers 1

...a negative real number product. You may reuse all the integers for each product. Hint What is the difference between a real and complex number? What causes an i to...

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Multiplying Complex Numbers 2

...What is the difference between a real and complex number? What causes an i to go away during multiplication? What causes a term to go away during binomial multiplication? How...

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Composite Volume

Directions: Using the digits to 9, at most one time each, place a digit in each box to make the statement true. The composite figure is made of a rectangular...

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Commuting Exponents

...your way up the exponents? What happens if you compute with the exponents first and then work your way down to the base Answer (10^10)^100 < 10^(10^100) Source: Shaun Errichiello...

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Composite 2D Shapes

...can you combine to create the picture? Answer There can be many different student solutions. One possible answer would be one rectangle, one square and three triangles. Source: Bryan Anderson...

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Comparing and Ordering Radicals

...represent? Answer More than one answer. One possible is 3sqr(7), 8sqr(2), 5sqr(6) The reasoning and approach would be of real interest and a comparison amongst student answers. Source: Phillip Haislip-Hansberry...

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Simplifying Complex Roots

...to break down? What numbers do you commonly see if the simplified form? Answer There are many answers. Here is one possibility: sqrt -208= 4i sqrt 13 Source: Paige Sheehan...

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Arithmetic vs Geometric

Directions: Which is bigger? The common ratio, r, in a geometric sequence with OR the common difference, d, in an arithmetic sequence with Hint How do you find the common...

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Comparing Functions

Directions: Using the digits 0 to 9, at most one time each, create five ordered pair that represent a linear function that has a greater rate of change than the...

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