Dividing Radicals, Rationalizing the Denominator
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Changing the denominator of a fraction that contains a radical. Finding the conjugate of a binomial and using the conjugate to rationalize the denominator.
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A business may deal with both sales and purchases occasionally. They buy things from vendors and then sell them to their customers. Such dealings can be confusing at times. Because multiple clients may inquire about the same product at the same time, after purchasing those products, customers must be assigned to them. Odoo has a tool called Reception Report that can be used to complete this assignment. By enabling this, a reception report comes automatically after confirming a receipt, from which we can assign products to orders.
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Dividing Radicals, Rationalizing the Denominator
- 1. Lesson 2 4th March 07, 2014 Lesson 2 - Division and Radicals I. Review A. 35 C. 5 7 B. 35 D. 7 5 A. 6 5 C. 25 6 B. 6 25 D. 5 6 A. 49 C. 7 B. 7 7 D. 7 A. 64 C. 8 8 B. 8 D. 8 II. Rationalizing Denominators Just like when we solve 5x = 11 and we get where we must solve: for x, it will happen we will get This answer is correct, but it is considered bad etiquette to leave a radical in the denominator. So how can we change a number's "look" without changing its value? Multiply by the number 1! But we will use a "magic" number 1 to do this!
- 2. Lesson 2 4th March 07, 2014 Examples: 2. 1. 3. 4. 6. 5.
- 3. Lesson 2 4th March 07, 2014 7. 9. 8.
- 4. Lesson 2 4th March 07, 2014 III. Conjugates Def: A conjugate is when you change the middle sign of a binomial Ex. The conjugate of a + b is a - b State the conjugates of: a. h + k b. c. d. What happens if we multply something by its conjugate? or not? Pick two, what happens if you multiply a binomial times itself? Times its conjugate? a. h + k b. c. d.
- 5. Lesson 2 4th March 07, 2014 Examples: 1. 2. IV. Quadratic Formula Review At times, we would get answers when doing the quadratic formula, as below, let's practice simplifying them to proper forms: Think - 1. Simplify Radical 1. 2. Find a GCF 2. 3. Reduce
- 6. Lesson 2 4th March 07, 2014 3. Solve using the quadratic formula