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Adding and Subtracting

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Adding and Subtracting By: Jenny Erickson Adding in Scientific Notation and Subtracting in Scientific Notation Adding and Subtracting The important thing to ... – PowerPoint PPT presentation

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Title: Adding and Subtracting


1
Adding and Subtracting
  • By Jenny Erickson

2
Adding in Scientific NotationandSubtracting in
Scientific Notation
3
Adding and Subtracting
  • The important thing to remember about adding or
    subtracting is that the exponents must be the
    same!
  • If the exponents are not the same then it is
    necessary to change one of the numbers so that
    both numbers have the same exponential value.

4
Adding
  • The general format for adding is as follows
  • (N x 10x) (M x 10x) (N M) x 10x
  • The first step, if necessary, is to change one of
    the numbers so that both numbers have the same
    exponential value.

5
Adding
  • Secondly, add the N and M numbers together and
    express as an answer.
  • The final step is to multiply the result by the
    10x.
  • (It may be necessary to put the resulting answer
    into proper scientific notation.)

6
Adding With the Same Exponent
  • (3.45 x 103) (6.11 x 103)
  • 3.45 6.11 9.56
  • 9.56 x 103

7
Adding With Different Exponents
  • (4.12 x 106) (3.94 x 104)
  • (412 x 104) (3.94 x 104)
  • 412 3.94 415.94
  • 415.94 x 104
  • Express in proper form 4.15 x 106

8
Now its your turn.
  • Use the link below to practice adding numbers in
    scientific notation.
  • Adding Numbers in Scientific Notation

9
Subtracting
  • The general form for subtracting is as follows
  • (N x 10x) (M x 10x) (N M) x 10x
  • The first step, if necessary is to change one of
    the numbers so that both numbers have the same
    exponential value. (Just like adding).

10
Subtracting
  • Secondly, subtract the M number from the N number
    and express as an answer.
  • The final step is to multiply the result by the
    10x.
  • (It may be necessary to put the resulting answer
    into proper scientific notation.)

11
Subtracting With the Same Exponent
  • (8.96 x 107) (3.41 x 107)
  • 8.96 3.41 5.55
  • 5.55 x 107

12
Subtracting With Different Exponents
  • (4.23 x 103) (9.56 x 102)
  • (42.3 x 102) (9.56 x 102)
  • 42.3 9.56 32.74
  • 32.74 x 102
  • Express in proper form 3.27 x 103

13
Now its your turn.
  • Use the link below to practice subtracting
    numbers in scientific notation.
  • Subtracting Numbers in Scientific Notation

14
Quiz Time!!!
  • Below is a set of links for a quiz on adding and
    subtracting numbers in scientific notation, and
    there is a link to get the answers to the quiz.
  • Adding and Subtracting Quiz
  • Answers to Quiz
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