 Definitions of exponent, base, and power.  Examples of exponent, base, and power.

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Presentation transcript:

 Definitions of exponent, base, and power.  Examples of exponent, base, and power.

 Explain the relationship between the base and power in exponential notation.  Complete chart choosing your own examples. ExamplesBasePower Factor Form Word Form Evaluate x7x7 Seven to the third power 343

 Define Perfect Square  List the perfect squares through 100 in order and the numbers multiplied to get them.  Example: 4 2x2  Draw examples and non examples of perfect squares using squares(at least 3 of each).Label each Perfect SquareNon-perfect Square

 Evaluate Square Roots using a the calculator button- refer to calculator sheet.  Create at least 4 examples, record them, and evaluate them.

 Definitions of scientific notation.  Write 3 examples and 3 non-examples (label each of scientific notation). Explain why each non-example is not scientific notation.  Example: 3 x Example  39 x non-example because first number is more than 10.

 What careers would use scientific notation?  List at least 2 careers and examples of why they would need or use scientific notation. Research on Internet.  Why do we need numbers?