Differentiate Between Valid and Invalid Approaches
Practice
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Quick Review: 



What is a valid approach to a problem?

 

What is a invalid approach to a problem?

    

For the following problems, are the solutions valid or invalid? Click on the arrow to see if you're right.

Solve for n: n + 19 = 25 
                       - 19 = -19
                           n = 6
                            
 

 

Reduce:
5 + 25 x 2 -12
30 x 2 -12
60 -12
48

 

Solve:
 34,230
-17,257
16,087
 

 

Lowest terms:
Divide both the numerator and the denominator by 15

15/75
÷ 15/15= 1/5

     

 

Solve

     15 m = ____ cm
meters are 100 times larger than cm so you multiply
 15 x 100 = 1500
15m = 1500 cm

 

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