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## Intercept Form Equations

Directions: Using digits 1-9, write an equation of a line in standard form with given x- and y-intercepts. Each number can only be used at most once. Source: Andy Schwen

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## Finding Intercepts

Directions:  Using the digits 1 through 9, at most one time each, fill in the boxes to create a linear equation that has an x- and y-intercept with integer values. Source: Jeffrey Mashbitz

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## Multiply Complex Numbers

Directions: Create two complex numbers (a + bi) such that the product of your numbers is 67. Each value of a, b must be non-zero. Source: Chris Duran

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## Dividing Rational Expressions

Directions: Determine values to place in the missing spots to solve the equation below. You may use integer values: Source: Sandra Crawford

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## Parts Unknown Problems

Directions: Complete the story problem and answer statement. Version 1 (Difficult) Lucy has _____ apples. She has nine _____ (more/less) than Marcus. How many apples does _____ (Lucy/Marcus) have? _____ (Lucy/Marcus) has _____ apples. Version 2 (Medium Difficulty) Lucy has _____ apples. She has nine less than Marcus. How many apples does _____ (Lucy/Marcus) have? _____ (Lucy/Marcus) has _____ apples. …

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## Commuting Exponents

Directions: Place a set of parenthesis on each term to make the inequality below true: 10^10^100 < 10^10^100 Source: Shaun Errichiello

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## System of Equations – Table of Value and Slope Intercept Form

Directions: Using the integers -4 to 4, at most one time each, create a system of linear equations that has a solution in quadrant 4. x | y —— _ | _ _ | _ _ | _ and y = _ / _ x + _ Source: Robert Kaplinsky

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## Maximizing Surface Area

Directions: The following prism is made up of 27 identical cubes. What is the greatest possible surface area the prism can have after removing 1 or more cubes from the outside? Source: Brian Lack

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## Incorrect Linear Equations

Directions: Based on the graph of this line, write a linear equation that is incorrect. Write an a linear equation that could be correct. Source: Sam Olderbak

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## Simplifying Exponential Expressions

Directions: Using the integers 1 to 10 at most one time each, fill in the boxes so that the result is closest to 1. Source: Daniel Luevanos

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