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# Use Distributive Prop and Simplify 1.(4+3)3 2.2(x+3) 3.-2(x+3) 4.3x +2y+4y 5.x+ 3(x+4y) 6. 9+ 2a+3b- 5a Solve for the variable 7. y+7=21 8. m+10=-2 9.

## Presentation on theme: "Use Distributive Prop and Simplify 1.(4+3)3 2.2(x+3) 3.-2(x+3) 4.3x +2y+4y 5.x+ 3(x+4y) 6. 9+ 2a+3b- 5a Solve for the variable 7. y+7=21 8. m+10=-2 9."— Presentation transcript:

Use Distributive Prop and Simplify 1.(4+3)3 2.2(x+3) 3.-2(x+3) 4.3x +2y+4y 5.x+ 3(x+4y) 6. 9+ 2a+3b- 5a Solve for the variable 7. y+7=21 8. m+10=-2 9. k-6=13 10. 19= g-5 YOU CAN DO THIS!!! TAKE YOUR TIME, READ THE DIRECTIONS, AND SHOW YOUR WORK!! GOOD LUCK!!! THIS ONE IS GRADED YOU CAN DO THIS!!! TAKE YOUR TIME, READ THE DIRECTIONS, AND SHOW YOUR WORK!! GOOD LUCK!!! THIS ONE IS GRADED

Monday, November 2, 2009

 Words……  Symbols  When you divide each side of an equation by the same nonzero number, the two sides remain equal.  For any number a, b, c, where c 0, then a/c = b/c

 Example:  3x= -12  3 3  X= -4 Divide the left side of the equation by 3 to undo the multiplication 3 x Divide the right side, by the same (3), to balance.

 Words  Symbols  When you multiply each side of an equations by the same number, the two sides remain equal.  For any number a, b, and c, if a = b, then ac=bc.

 Example X = 7 6  X = 7  6  (X) 6= (7)6  (6)  X=42

 Solve  Y = -9  -4  Y = -9 (-4)  -4(-4)  Y= -9(-4)  Same sign=positive  Y= 36

 In ya’ll textbooks..  Page 117  We are doing #1-10 as a family ….  Page 118  #11-38  Ya’ll are on your OWN!!!! HAHAHA How cute!!

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