Simplify 5 x + 7 + 2 x + 4 by combining like terms. 5 x + 7 + 2 x + 4 ( 5 x + 2 x ) + ( 7 + 4 ) Group like terms. 7 x + 11 Combine like terms. So, 5 x + 7 + 2 x + 4 = 7 x + 11. Example 2 Let's try another example! Simplify 9 g 2 + g – ...
Let’sbeginwithareviewoftwoimportantskillsforsimplifyingexpression,usingtheDistributivePropertyandcombiningliketerms.Thenwewillusebothskillsinthesamesimplifyingproblem.DistributiveProperty TosimplifysomeexpressionswemayneedtousetheDistributivePropertyDoyourememberit?DistributivePropertya(b+c)=ba+ca Examples Example1:6(...
For the expression {eq}5(3b8c2d) {/eq}, the 5 is multiplied by each term inside to get {eq}15b40c10d {/eq} Combining Like Terms If there are any like terms in the multiplication expression, these should be combined first. Here are some examples that demonstrate how to do this. ...
Simplify the following expression by combining like terms: 3v + 7v +9v 3. Fill in the Blank 1 min 1 pt Combine like terms: 2x +3x + 4x−82x +3x + 4x−8 4. Multiple Select 30 sec 1 pt Which of these can be found in an expression? Numbers Operations Equal Sign Variables...
To multiply and simplify radicals with variables, use the product property to combine the two radicals. As long as the two radicals have the same index, they can be combined by multiplying like terms. After combining the two radicals, simplify the radicals by finding the perfect root factors ...
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The last term , -7, is called a constant since there is no variable in the term.Let’s begin with a review of two important skills for simplifying expression, using the Distributive Property and combining like terms. Then we will use both skills in the same simplifying problem. ...
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What can be the long term goal for the learning objective: Simplifying expressions by combining like terms using the distributive property? Which property should be used first in each of the following expressions if the goal is to combine like terms? a. 2x...
Combining like terms:To combine like terms means that we find terms that have matching variables. This means the terms need to contain the same letter(s) as well as the same exponent(s). So that: 2x000002x2are NOT like terms6x2y000212yx2are like terms ...