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Polynomial Standard Form
Standard form of a polynomial is ordering all terms
from the highest degree (power) to the lowest degree.
Standard form of a polynomial is ordering all terms
from the highest degree (power) to the lowest degree.
Which polynomial is in standard form?
    x3 + 5x - 3x2
    x3 - 3x2 + 5x
 - 3x2 +x3 + 5x
Standard form of a polynomial is ordering all terms
from the highest degree (power) to the lowest degree.
Which polynomial is in standard form?
    x3 + 5x - 34
    x3 - 34 + 5x
 - 34 +x3 + 5x
Standard form of a polynomial is ordering all terms
from the highest degree (power) to the lowest degree.
Which polynomial is in standard form?
    x13 + 5x - 34 + 2x
    x13 - 3x7 + 5x6 - 8
    x13 + 5x8  + 7x2 - x6
x7 + 5x4  + 7x   - x2 + 8
   Fill in the missing exponent so that 
the polynomial will be in standard form.
x5 + 9x3  + 7x   - 6x + 8
   Fill in the missing exponent so that 
the polynomial will be in standard form.
x9 + 6x7  - 7x    - x5 + 8x
   Fill in the missing exponent so that 
the polynomial will be in standard form.
Which power of y cannot be combined with a like term?
Standard form can be used to facilitate (ease) addition.
y
Type the power here
-3x4
?
Shimmy these terms so that the 
polynomial is in standard form
+x3
?
+4x2
?
-x
?
-7
?
-3x6
?
Shimmy these terms so that the 
polynomial is in standard form
+x5
?
-x3
?
-x
?
+ 2
?
-x8
?
Shimmy these terms so that the 
polynomial is in standard form
+2x6
?
-x3
?
-x2
?
+x
?
Finito
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