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       				<text>Addition and Subtraction with Hank Buckingham</text>
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       		<x>2</x>
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    				<text>I'm sure you realized that the two actions result in a net gain of $0.</text>
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    	<text>Since addition involves 2 positive numbers, think about the direction you'll move on the number line.</text>
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	<intent>reminder</intent>
       	<y>350</y>
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       				<text>You've probably seen distance on a number line written as absolute value. </text>
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        				<text>The point of this isn't to practice easy problems, but to help you understand subtraction at a deeper level. </text>
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        	<x>500</x>
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        			<text>That's why I wrote 8-3 = 8+(-3) earlier in the lesson</text>
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			<x>500</x>
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							<text>    That's why I wrote                 8-3 = 8+(-3)            earlier in the lesson.</text>
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<conceptcheck stoptime="00:05:01:500">
        <question>What happens if a +1 and -1 combine?</question>
    	    <answer value='They add to 2'>They add to 2</answer>
			<answer value='They add to 0'>They add to 0</answer>
    	    <answer value='They add to -2'>They add to -2</answer>
    	    <answer value='They stay the same'>They stay the same</answer>
    		    <correct>They add to 0</correct>
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        <intent>reminder</intent>
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       				 <text>I can do this because subtraction is taking away.</text>
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	<intent>attention</intent>
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	 		<y>360</y>
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        			<text>Subtraction is the same as addition of a negative!</text>
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       								<text>Imagine walking away from your house as addition and back towards it as subtraction.</text>
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	<intent>reminder</intent>
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        				<x>460</x>
        					<y>260</y>
								<text>Imagine walking away from your house as addition and back towards it as subtraction.</text>
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        <intent>reminder</intent>
			<y>350</y>
				<text>Using absolute value, this could also be written as 4+|-3|+7+|-2|.</text>
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