1 / 8

1-2 Exponents

1-2 Exponents. Exponent (power)- the number of times the base is 
used as a factor. 53 = 5 5 5= 125. Base - The number used as a factor. Special Powers. Zero power - Any nonzero number raised 
to the zero power is always one (60 = 1). 80 = __________ 100 = __________ 2000 = _________.

Download Presentation

1-2 Exponents

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. 1-2 Exponents Exponent (power)- the number of times the base is 
used as a factor 53 = 5 5 5= 125 Base - The number used as a factor

  2. Special Powers Zero power - Any nonzero number raised 
to the zero power is always one (60 = 1) 80 = __________ 100 = __________ 2000 = _________ First power- Any number raised to the first power will always equal itself ( 81 = 8) 71 = __________ 91 = __________ 1001 = _________

  3. Write the product using an exponent. 1.) 4 4 4 2.) b b b b b Write the power in words and as repeated multiplication. Then evaluate the power. 3.) 53 4.) 36 Evaluate the expression when x= 8 and x = 0.3 5.) x3  6.) x4

  4. 1-3 Solve this Problem 35- 20 5 23 + 8 =

  5. Order of Operations When we have many operations we must follow the 
correct order of operations. P (Please) Parentheses (grouping symbols) E (Excuse) Exponents M (My) Multiply and D (Dear) Divide LEFT TO RIGHT ORDER A (Aunt) Add and S(Sally) Subtract_ LEFT TO RIGHT ORDER

  6. Another way to remember this is the mnemonic device 
PEMDAS. 1.) 3 + 144  12 =    2.) 27 - 18 =  3.) (2  = 4.) 2(6+4) 

  7. 5.) 72 + 2(8  1)   6.) 6 + 22 2  4 x 2 
   7.) [(10+2) 4]3  8.) (7 - 2)2 + 34 
  

  8. 12 + 3 5 9.) 6 + 3  10.) 3 33 + 7 1 12.) 10 [ 9 – ( 2 2) ] 11.) 3 • 5 – 8 4 + 6

More Related