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A Glimpse of AlgebraThere is really no direct extension of percent to algebra. Because that is the case,we will go back to some of the algebraic expressions we have encountered previouslyand evaluate them.To evaluate an expression, such as 5x + 4, when we know that x is 7, we simplysubstitute 7 for x in the expression 5x + 4 and then simplify the result.When x = 7the expression 5x + 4becomes 5(7) + 4or 35 + 4= 39Here are some examples.Example 1Find the value of the expression 4x + 3x − 8 when x is 2.SolutionSubstituting 2 for x in the expression, we have:Practice Problems1. Find the value of the expression6x + 3x − 10 when x is 3.4(2) + 3(2) − 8 = 8 + 6 − 8= 14 − 8= 6We say that 4x + 3x − 8 becomes 6 when x is 2.Example 2Find the value of the following expression when a is 5:Solution​_4a + 83a − 8 ​Replacing a with 5 in the expression, we have:​_4(5) + 8 ​= ​20_ + 83(5) − 8 15 − 8 ​= ​_287 ​= 42. Find the value of the followingexpression when a is 10:4a + 20​_5a − 20 ​Example 3Find the value of x 2 + 5x + 6 when x is 4.SolutionWhen x is 4, the expression x 2 + 5x + 6 becomes3. Find the value of x 2 + 6x + 8when x is 3.(4) 2 + 5(4) + 6 = 16 + 20 + 6= 42Answers1. 17 2. 2 3. 35A Glimpse of Algebra361

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