Across
- 6. Position or duty
- 8. Finding the numerical value of the variable.
- 10. A triangle with one 90 degree angle
- 14. (Power/Index) The superscript number indicating how many times to multiply the base by itself
- 15. The first part of the number, which must be \(\ge 1\) and \(<10\)
- 18. The longest side of a right triangle, opposite the right angle
- 22. Operations Operations that undo each other (addition/subtraction, multiplication/division).
- 23. Specific part played
- 24. How steep the line is (\(|m|\))
- 25. The action of working
- 27. The exponent (\(n\)) tells you how many places to move the decimal point; positive for large numbers, negative for small numbers
- 29. the Variable Using inverse operations to get the variable alone on one side of the equation (e.g., \(x = 5\)).
Down
- 1. Task assigned
- 2. A common calculator format where "\(E\)" or "\(e\)" represents "times 10 to the power of", for example \(6.02E23\).
- 3. Representing the area, \(a^{2}\), \(b^{2}\), and \(c^{2}\).
- 4. Task associated with a role
- 5. Work to be done
- 7. Like Terms Adding or subtracting terms with the same variable to simplify.
- 9. Where the line crosses the axis (specifically the y-axis)
- 11. A straight, continuous path
- 12. Rate of Change How much \(y\) changes for every 1-unit increase in \(x\)
- 13. Always 10
- 16. Special terms for powers of 2 or 3
- 17. Notation The expression of a base and exponent, e.g., \(5^{3}\).
- 19. Intended use
- 20. Property Multiplying a term outside a parenthesis by each term inside: \(a(b + c) = ab + ac\).
- 21. Vertical change over horizontal change
- 26. \(a^2 + b^2 = c^2\)
- 28. The number or variable being multiplied
- 30. The two sides that form the right angle