1A/B Radical and Polynomial Operations

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Across
  1. 7. The symbol that indicates the root of a number. Typically a square root (√).
  2. 9. A number that is constant. For example, in this equation (4x^2) this number is 4.
  3. 11. An algebraic expression that only has one term. Includes a coefficient, a variable, and an exponent.
  4. 12. A number that indicates how many times the base number is multiplied. An example is x^2.
  5. 16. A polynomial with three terms. 2x^2+5x-3
  6. 17. The value of a number when it is multiplied by itself gives the original number. An example is √25=5 because 5x5=25
  7. 18. A number that does not have a pattern. An example is 78754596456.8976909
  8. 19. A number raised to the power of 2. Example 7^2
  9. 20. A product of numbers and variables. They are separated by plus signs, subtraction symbols, multiplication signs, and division symbols.
Down
  1. 1. A number that is expressed as the square of an integer. For example, 25 is a perfect square because 5x5=25.
  2. 2. A number raised to the power of 3. Example 19^3
  3. 3. This is a visual way to break down a number to its prime factors. It teaches prime factorization.
  4. 4. An algebraic expression that has exactly 2 terms. These two terms are Monomial.
  5. 5. Numbers that multiply together and result in the original number. They can be found by using a factor tree.
  6. 6. A number that repeats, has a pattern, or is a whole number. An example is 36743674.3674.
  7. 8. An algebraic expression that has multiple terms. Includes coefficients, variables, and exponents.
  8. 10. This divides an integer without leaving a remainder. A number can have multiple of these.
  9. 13. The number under the radical sign. √25 <---
  10. 14. The highest power or the exponent of the variable. For example, in this equation (3x^2+5x+1) the answer is 2.
  11. 15. A symbol that represents an unknown value. For example, 7x^9 x is the unknown value.