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Algebra Substitution Next example Previous example EasyMediumHard Graded exercises Easy 1 Easy 2 Medium 1 Medium 2 Hard 1 Hard 2 © Rosemary Vellar Instructions.

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Presentation on theme: "Algebra Substitution Next example Previous example EasyMediumHard Graded exercises Easy 1 Easy 2 Medium 1 Medium 2 Hard 1 Hard 2 © Rosemary Vellar Instructions."— Presentation transcript:

1

2 Algebra Substitution

3 Next example Previous example EasyMediumHard Graded exercises Easy 1 Easy 2 Medium 1 Medium 2 Hard 1 Hard 2 © Rosemary Vellar Instructions for use  There are 6 worked examples shown in this PowerPoint plus additional exercises (linked to word documents).  A red dot will appear top right of screen to proceed to the next slide.  You can either click on the navigation bar to the left of screen to go straight to one of the worked examples or use the buttons below.

4 Next example Previous example EasyMediumHard Graded exercises Easy 1 Easy 2 Medium 1 Medium 2 Hard 1 Hard 2 © Rosemary Vellar Question Substitute x = 5 into the expression x + 4 Method Step 1 Write down the expression x + 4 x + 4 = 5 + 4 Step 2 Substitute the value given for x in the question Step 3 Simplify your answer. = 9

5 Next example Previous example EasyMediumHard Graded exercises Easy 1 Easy 2 Medium 1 Medium 2 Hard 1 Hard 2 © Rosemary Vellar Question Substitute x = 3 into the expression 2x + 1 Method Step 1 Write down the expression 2 x + 1 2 x + 1 = 2  3 + 1 Step 2 Substitute the value given for x in the question. Step 3 Simplify your answer. = 6 + 1 = 7 Remember that 2x means 2  x

6 Next example Previous example EasyMediumHard Graded exercises Easy 1 Easy 2 Medium 1 Medium 2 Hard 1 Hard 2 © Rosemary Vellar Question Substitute x = 4 into the expression x 2  2 Method Step 1 Write down the expression x 2  2 x 2  2 Step 2 Substitute the value given for x in the question. = 4 2  2 Step 3 Simplify your answer. = 16  2 = 14 Remember that 4 2 means 4  4

7 Next example Previous example EasyMediumHard Graded exercises Easy 1 Easy 2 Medium 1 Medium 2 Hard 1 Hard 2 © Rosemary Vellar Question If p = 2 and q = 4 find the value of q  3p Method Step 1 Write down the expression q  3p q  3 p Step 2 Substitute the value given for each pronumeral q and p = 4  3  2 Step 3 Simplify your answer. = 4  6 =  2 Remember the order of operations.

8 Next example Previous example EasyMediumHard Graded exercises Easy 1 Easy 2 Medium 1 Medium 2 Hard 1 Hard 2 © Rosemary Vellar Question If p = 2 and r = 5, evaluate the expression r(2r – p) Method Step 1 Write down the expression Step 2 Substitute the value given for each pronumeral p and r Step 3 Simplify your answer. r (2 r  p) = 5 (2  5  2) = 5 (10  2) = 5  8 = 40

9 Next example Previous example EasyMediumHard Graded exercises Easy 1 Easy 2 Medium 1 Medium 2 Hard 1 Hard 2 © Rosemary Vellar Question If x =  3, y = 4 and z = 2, evaluate Method Step 1 Write down the expression Step 2 Substitute the value given for each pronumeral x, y and z Step 3 Simplify your answer.

10 Next example Previous example EasyMediumHard Graded exercises Easy 1 Easy 2 Medium 1 Medium 2 Hard 1 Hard 2 © Rosemary Vellar Last slide Use the navigation buttons to repeat selected slides or to go to the graded exercises


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