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Evaluating Expressions

Evaluating Expressions. 3-1-1. Expressions. An expression is variables and operations. Equations have equal signs and could be solved. An expression can be simplified and evaluated for given values. x 2 +8. To evaluate the expression x 2 +8 for x= 5,

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Evaluating Expressions

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  1. Evaluating Expressions 3-1-1

  2. Expressions • An expression is variables and operations. • Equations have equal signs and could be solved. • An expression can be simplified and evaluated for given values.

  3. x2+8 • To evaluate the expression x2+8 for x= 5, • Write the expression, replacing the variable with the known value. • Simplify. Be careful with the order of operations. • Notice the 5 is squared first. The result is added to 8.

  4. Save a place for a number • Putting parenthesis where the variable is to be filled in is a good idea. • This isn’t always necessary, but until you have had enough practice with negative numbers to know when parenthesis are needed and when they are not, always write them in.

  5. Example: x2 - y2 • Evaluate x2 - y2 for x= -4 and y = -5 • First, copy the pattern the expression makes. ( )2 – ( )2 • Then fill in the spaces with the given values. (-4)2 – (-5)2 • Simplify, exponents before subtraction. 16 – 25= -9

  6. x2 - y2 • Work the same problem for x=1 and y=-4 • (1)2 – (-4)2 • 1 – 16 = -15

  7. Mistakes • Order of Operations • Negative Rules • Exponent rules

  8. Example: z-2x+y2 • z-2x+y2 for x=-2, z=-3, y=- 4 ( )-2( )+ ( )2 (-3)-2(-2 )+ (- 4)2 (-3)-2(-2 )+16 (-3)+4+16 1+ 16 = 17

  9. Example: z-2x+y2 • Try the same formula for x=-1, y=3 and z= -2( )-2( )+ ( )2

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