practice on distributive property using area model
practice on distributive property using area model
practice on distributive property using area model
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October 29, 2012<br />
Write a number sentence for the <strong>area</strong> of<br />
Rectangle M in two ways.<br />
3<br />
Rectangle M<br />
6 4<br />
____ ( ____ + ____ ) = ____<br />
( ____ x ____ ) + ( ____ x ____ ) = ____<br />
The <strong>area</strong> of Rectangle N is 56<br />
square units.<br />
What is the value of x ? _____<br />
Write a number sentence for the<br />
<strong>area</strong> of Rectangle N in two ways.<br />
x<br />
6<br />
7<br />
___ ( ___ + ___ ) = ____<br />
( ___ x ___ ) + ( ___ x ___ ) = ____
Write a number sentence for the<br />
<strong>area</strong> of the shaded part of<br />
Rectangle O in two ways.<br />
9<br />
Rectangle O<br />
October 29, 2012<br />
3<br />
____ ( ____ - ____ ) = ____<br />
( ____ x ____ ) - ( ____ x ____ ) = ____<br />
5<br />
The <strong>area</strong> of Rectangle P is 55<br />
square units.<br />
What is the value of y? ____<br />
Write a number sentence for the<br />
<strong>area</strong> of the shaded part of<br />
Rectangle P in two ways.<br />
y<br />
Rectangle P<br />
11<br />
4<br />
( ___ - ___ ) x ____ = ____<br />
( ___ x ___ ) - ( ___ x ___ ) = ____
October 29, 2012<br />
We will use the <strong>area</strong> <strong>model</strong> to dem<strong>on</strong>strate<br />
how the <strong>distributive</strong> <strong>property</strong> works.<br />
October 30, 2012<br />
On your<br />
desk:<br />
-pencil<br />
-Your HW<br />
Take out your Multiplying Sums WS.