Algebra 1 Common Core by Charles Hall and Basia Kennedy
Algebra 1 Common Core Answers Chapter 11 Rational Expressions and Functions Exercise 11
Algebra 1 Common Core Answers Chapter 11 Rational Expressions and Functions Exercise 11
Algebra 1 Common Core Solutions
Chapter 11 Rational Expressions and Functions Exercise 11.1 2LC
Chapter 11 Rational Expressions and Functions Exercise 11.1 3LC
Chapter 11 Rational Expressions and Functions Exercise 11.1 4LC
Chapter 11 Rational Expressions and Functions Exercise 11.1 5LC
Q)When simplifying a rational expression. why may it be necessary to exclude values? Explain
Ans
If the denominator contains a polynomial. there may be values of the variable, in case of not mention exclude values the denominator gets zero and the division by zero undefined
Chapter 11 Rational Expressions and Functions Exercise 11.1 6LC
Q) Suppose neither the numerator nor the denominator of a rational expression can be factored is the expression necessarily in simplified form? Explain.
Ans
When the given rational expression is not factored either the numerator or the denominator it is not simplest form. is if the numerator and denominator are equal
Chapter 11 Rational Expressions and Functions Exercise 11.1 7LC
a)
Yes. 3 — x and x -3 and both are opposites factors
Here 3—x=—(x–3)
b).
NO. 2 — y and — y + 2 both are equal not opposites factors
2— y = —(y —2) are opposites
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Algebra 1 Common Core Answers Chapter 11 Rational Expressions and Functions Exercise 11.1
Algebra 1 Common Core Answers Chapter 11 Rational Expressions and Functions Exercise 11.1
Algebra 1 Common Core Solutions
Chapter 11 Rational Expressions and Functions Exercise 11.1 2LC
Chapter 11 Rational Expressions and Functions Exercise 11.1 3LC
Chapter 11 Rational Expressions and Functions Exercise 11.1 4LC
Chapter 11 Rational Expressions and Functions Exercise 11.1 5LC
Q)When simplifying a rational expression. why may it be necessary to exclude values? Explain
Ans
If the denominator contains a polynomial. there may be values of the variable, in case of not mention exclude values the denominator gets zero and the division by zero undefined
Chapter 11 Rational Expressions and Functions Exercise 11.1 6LC
Q) Suppose neither the numerator nor the denominator of a rational expression can be factored is the expression necessarily in simplified form? Explain.
Ans
When the given rational expression is not factored either the numerator or the denominator it is not simplest form. is if the numerator and denominator are equal
Chapter 11 Rational Expressions and Functions Exercise 11.1 7LC
a)
Yes. 3 — x and x -3 and both are opposites factors
Here 3—x=—(x–3)
b).
NO. 2 — y and — y + 2 both are equal not opposites factors
2— y = —(y —2) are opposites
Chapter 11 Rational Expressions and Functions Exercise 11.1 12E
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Algebra 1 Common Core Answers Chapter 11 Rational Expressions and Functions Exercise 11.2
Algebra 1 Common Core Answers Chapter 11 Rational Expressions and Functions Exercise 11.2
Algebra 1 Common Core Solutions
Chapter 11 Rational Expressions and Functions Exercise 11.2 1LC
Chapter 11 Rational Expressions and Functions Exercise 11.2 2LC
Chapter 11 Rational Expressions and Functions Exercise 11.2 3LC
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From the above formula, the amount ¡s calculating with monthly payments formula
First consider the provided variables for the formula Then find monthly payment and then calculate over total months The total amount over period will be calculated
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Algebra 1 Common Core Answers Chapter 11 Rational Expressions and Functions Exercise 11.3
Algebra 1 Common Core Answers Chapter 11 Rational Expressions and Functions Exercise 11.3
Algebra 1 Common Core Solutions
Chapter 11 Rational Expressions and Functions Exercise 11.3 1CB
Chapter 11 Rational Expressions and Functions Exercise 11.3 1LC
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Chapter 11 Rational Expressions and Functions Exercise 11.3 2LC
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Reason: the divisor is a factor of the dividend, when the divisor divide the dividend if remainder comes zero then the divisor is a factor of dividend.
Chapter 11 Rational Expressions and Functions Exercise 11.3 5LC
Chapter 11 Rational Expressions and Functions Exercise 11.3 6LC
The objective is to write the repeating steps needed to perform polynomials long division In polynomials long division process contains repeatedly division, multiplication, and subtraction and brings down the next terms First divide and again multiply the quotient with divisor and then subtract, bring down and repeat the process when necessary
Chapter 11 Rational Expressions and Functions Exercise 11.3 7LC
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Writing:
By dividing polynomial by a binomial if we get remainder zero, then the binomial is a factor of polynomial After dividing polynomial by a binomial if remainder is not getting zero then the binomial is not factor of polynomial
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