Comic Math project

Comic Math project

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  • Prime factorization is like the prime number are the basic building blocks of all numbers .
  • x
  • x
  • When your trying to find your answer in prime factorization your answer will be all prime numbers, In the example i gave all prime numbers are 2,3,3 so your answer will be 2x3x3 but 3x3 can be written in exponent.So your answer is 2x3 to the 2nd power
  • parentheses Exponents  Multiply Divide  Add Subtract
  • (5x50)+50-4 250+50-4 300-4 296
  • When your doing Order of operation you need to do it in order so the order is this way.
  • Third step is to subtract 300-4 because subtracting gose last.
  • First step is going to be (5x50) because we do Parentheses.
  • Second step is add 250+50 because adding gose first than subtraction.
  • When you want to find out the answer for this problem you need to multiply 5 three times like this 5x5x5.We do this because the exponent is 3 so we have to show three times the 5 so,5x5x5=125
  • Base
  • 5x5x5 25x5 125
  • (The number that is multiplied)
  • Exponent
  • Exponent tells us how many times to multiply the base
  • When your Modeling Equations you can use bar models like i did.
  • Modeling Equations is when you are modeling a equation like this.
  • 7+x
  • 7
  • X
  • x-9;x=15 x-9=15-9-6
  • Before you do something you need to know the value of the variable.
  • When you are Evaluating Expressions you are finding the value of the variable like in this example x=15 so we re-write the problem now the problem is 15-9=6 .
  • When your Generating Equivalent Expressions you need to see if the two expressions are equal to the same answer, like the example i put it says 5(3)+65=5(3)+1 if your asking how to do this you need to solve the problem.
  • First you have to multiply 5x3 for both examples that will be 15.
  • 5(3)+65=5(3)+1
  • 15+65=15+1
  • 80=16 
  • For this problem there not equivalent .
  • Second step is to add 15+65 for List A that will be 80
  • Third step is to add 15+1 for List B that will be 16
  • One way to test whether two expressions might be equivalent is to evaluate theme for the same value of the variable.
  • Last step is to see the answer you have and see if its the same answer.
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