Today we did examples of multiplying a polynomial by a polynomial. We used the concept of distribution to make sure we did all the terms.
Assignment: p. 129-132 #1-3odd, 4, 5, 6odd, 7a
3.2 Multiplying Polynomials
Today we did examples of multiplying a polynomial by a polynomial. We used the concept of distribution to make sure we did all the terms. Assignment: p. 129-132 #1-3odd, 4, 5, 6odd, 7a 3.1 Classifying Polynomials
Today we reviewed the vocabulary of polynomials. We looked at how to recognize polynomials and some simple operations with polynomials. Assignment: p. 119-123 #1-5, 6-8 odd, 9, 10 2.7 Chapter 2 Review
Today we did a quiz on simplifying radicals and powers. Students then reviewed some more in preparation for their Chapter 2 Test on Monday. Assignment: p. 110-114 #1-11 2.7 Chapter Review
We discussed the topics covered in chapter 2 in preparation for the Chapter 2 Test Monday. There will be a quiz tomorrow on simplifying radicals and simplifying powers. Assignment: p. 110-114 #1-11 first column 2.6 Exponent Notation
Today we reviewed our exponent laws from Math 9 and developed some new ones. Assignment: p. 102-107 #1, 2, 3-8odd 2.5 Simplifying Radicals
Today we discussed how to simplify radicals by removing perfect square factors from inside the radical. Assignment: p. 89-94 #1, 2odd, 3, 4-10odd, 11, 12, 15 2.4 Rational and Irrational Numbers
Today we started with a quiz on factorization, including finding GCF, LCM, square roots, and cube roots. After this, students read over the examples showing how to approximate a square root without using a calculator. Assignment: p. 83-86 #1, 2, 3odd, 4acf, 7odd, 8ac 2.3 Square Roots and Cube Roots
Today in class we defined square roots and cube roots. We memorized the perfect squares up to 225 so that we can square roots quickly. We also looked at how prime factorization can be used to determine square roots and cube roots. Assignment: p. 78-80 #1-4odd, 5, 7-9 2.2 Greatest Common Factor and Least Common Multiple
Today we looked at prime and composite numbers. We discussed using a factor tree to break a number into its prime factors. We use the prime factorization to determine the GCF and LCM of sets of numbers. Assignment: p. 68-73 #1, 2-5odd, 6, 7-10ace, 12, 15 |
AuthorGreg Sivertson Archives
May 2024
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