Keeping in Step

Why do they have to keep in step?
OBJECTIVE: To learn how to divide decimals
[br]In previous lessons, you learned how to [color=#0000ff]ADD AND SUBTRACT DECIMALS[/color] and how to [color=#0000ff]MULTIPLY DECIMALS[/color].[br][br][color=#0000ff][i]Lining 'Em Up: [/i][/color][url=https://www.geogebra.org/m/xe7bhcvz]https://www.geogebra.org/m/xe7bhcvz[br][/url][color=#0000ff][i]Playing Hide and Seek: [/i][/color][url=https://www.geogebra.org/m/hk7yfevm]https://www.geogebra.org/m/hk7yfevm[/url][br][br]In this lesson, you're going to learn how to [color=#0000ff]DIVIDE DECIMALS.[br][br][br]VOCABULARY[br][br]Dividend[/color]—the number to be divided (inside the division box, numerator of a fraction, before the division symbol)[br][br][color=#0000ff]Divisor[/color]—the number to divide by (outside the division box, denominator of a fraction, after the division symbol)[br][br][color=#0000ff]Quotient[/color]—the result of division[br][br][br]Follow these steps in dividing decimals:[br][br]Step 1. If the divisor is a decimal, convert it to a whole number by moving the decimal point to the very end of the number.[br][br]Step 2. Move the decimal point of the dividend to the right the same number of places as the divisor. Fill in any empty spaces that will result from moving the decimal point, if any.[br][br]Step 3. Convert to long division format (using the division box), if the problem is not yet in that format.[br][br]Step 4. Perform the division, making sure the decimal point of the quotient is aligned with the new position of decimal point of the dividend.[br][br][br]Example 1:[br][br][img]data:image/png;base64,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[/img][br][br]Steps 1 and 2. Move the decimal point one place to the right for both numerator and denominator.[br][br][img]data:image/png;base64,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[/img][br][br]Step 3. Change to a division box.[br][br][img]data:image/png;base64,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[/img][br][br]Step 4. Solve and align the decimal point. The answer is given up to 2 decimal places.[br][br][img]data:image/png;base64,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[/img][br][br][br]Example 2:[br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAF4AAAAnCAYAAACG//9nAAAGlklEQVRoBe1Zz4vUWBBO96w6u+zC/pLdw3rwIB6U/AEKauainrJePEiOEgQR+iRkD8L2LQseAh7ixYASEEbEAaEP2pcI0iBRbIS+9LiNbC5RM0xEIsaZb3kvv9Pp7kxf0iNpCJOXrvqq6nv1qio9DOpPJQwwlVitjaImvqIkqImvia+IgYrMfhUZ//btW5w8eRKnTp1aqGvann4VxN+/fx+nT5/Gs2fPFur66om/evUqFEWZFufCfbfrM/7Tp084c+YMTNNcOHKnObTriX///j0OHjwI3/enxblw3+164nu9Ho4fP75wxM5yaNcTf/36dZAav9s+BcT76D9QwLPfgmEYerG8hO7QLRWbM+hCFnmwTCPQZ3nI90yMFwIfA0OHJCSyDVbALWNUyg4R+vLlCy5cuICHDx+GOvNh+vYAutwCF8bcbHJ4MPKm++H1ITJLYFk2ezENSJ3ZMeSI97AmcQnhHJcQyDBQTWeqM8M1KdZlcrqiPkjpEjtsSpaPgyabfW99RtAh0ubmJo4ePYp3794BmA9zsNZO/GAYsLwIWdHQK0G8wCxldKNEbRt2Ktbi2wzxVicgrtFgofdDZW8Imf+NGvhuXxv/FeMAXh8806RycmcYStnQWwHBjRUF8ba5PXBMEySzdNMKZR1owh9Un1f7k6xknq+vr+Pw4cPBszkwrU5COisqMEflTjUx6A106isnG/B8H57n0ct1XZTp8yniHSjcLxSstRoRF8bpdClRZEe1wYRsjALnVKTdd02VYjJ8+rkPQ2lBzmWG0Q5OW/Z0ZLjOLO7cuQNBEMJnO8TcMOKY/pSNDG6ZhdsP4uLV9EkuoxnIJMR7Js1YkoWGs5VDcKGGWf9Pb9IxsqFLItqrWUesbpBVTU5NMj6HTpaWocZlTS9Rara3t3HlyhXcvHmzAC14NA0z2uSlJg9jZMMajWA7E5KqwILX14KEWhFoaeoY/UzCFahkHsXEe4MAKFMSUqKmwlNDvLKTF5UR/mK/p3pi/hQRbN/F0OxAbgXY5ESxJcvMx48f6e8zr169SnlZEtMfosV8ExAXDhBRfeZaGkbedhazYNXXEp8jXbKJa4P0eS9QDB/FxEdHJ1sSEsW+KuyQeB+dsHTsZeXC3uCa8njwrIhu2Ni2trbw/PlznD9/Hm/evEmcAWDbNg4cOACS+enPLEwqmyozoqxC1/XM5s86nQTDGZowuh2sajJEPhkU9u1pYehnfUr7F92XJt6Qg/o7Vv8jpNxfQwk2as+SgN5Y6QqFfQvdThcvhyOa+S3uJ7oRDV4HOfQ3btygNbzZbOLSpUv4/PlzbOXx48dYWVmJ1/HNDEwiF/UdQnA6P+1e2I8YBoq5GUOWubEMJU4iZcb0R/Bi4qNSs7xXwvgUmjTe2Q6RJheQTvpFZzQ+wU8KxAsbVpRxHz58oKKkli8vL+Pp06exarvdxrVr1+L1pJs8JpGLiB8/iS5U7ldKYBnysjY9aPzvpXVj4hE218LJJZxqKJHWNCI9dNpB7SP1biekkyCicTafiRsbG9i/fz/Onj0LUttJ5p87dw6PHj3Kxl6wKsQMSw0Zm9es9CDhQGb2liYvY87p0eGEYv47jaNAKyEeLvRwjmY4GYmuA00Ma5gQlACi6nsuHMdNvZE6WI1mdhLQ0IFHZRw4TnB5E/3xMExNNUVzvKYFzf/u3bsgG3Ho0CGQmXnyZxrmCBKzJygNgpZMW65J30aD5IuwfbiOA3ey83BHPbS5nyleccUY9zJFPOCGLwW0S7M8JEmCsPIjBSTZ3o2z3U0dq6AWuv2kxkVdPv+XiyciB11dg6apaEtiPE9TeUFD0cBKmuixY8fom+qTJ09w5MiRXDQ7wxxl3rJFyHI78UPQ49ofDR3pUzg0VkESQZXbELiksQanvNxImiGeROK8XI3fQGPieAk9O52u48TDH8ajY6yXGtXIEdT6URZZkNkfgoyLZMhvOnovDjjHKl2+ePECpNGeOHECFy9ezInsHHOwJsfvDpHPvKQjzi/SD1J9J/LeVLOjJIlN/FvHYNIQkfOULMeID2Q82JYF27ZgWfGLflbdczCynFSpyX49e+WF+BZsJwppttbly5fpht2+fbtAeA5M34VlkTgtOIXlxMdGwXeubVMd256PgwnEF8S0II9IfSf/2H79+vWCeDSfG7uO+PnCXDytmviK9qQmvia+IgYqMltnfE18RQxUZLbO+Jr4ihioyGyd8TXxFTFQkdk642viK2KgIrP/A3+rh+9aOwKUAAAAAElFTkSuQmCC[/img][br][br]Steps 1 and 2. Move the decimal point two places to the right for both dividend and divisor. Affix a zero to the dividend to fill in the empty space.[br][br][img]data:image/png;base64,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[/img][br][br]Step 3. Skip this step since the problem is already in the proper format.[br][br]Step 4. Solve and align the decimal point. The answer is given up to 2 decimal places.[br][br][img]data:image/png;base64,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[/img]
[br]Below is a set of problems that require you to divide decimals.
Dividing Decimals
ANSWER BOX:
[br][br]Check your answers below.
Dividing Decimals_Answer Key
In this lesson, you learned how to divide decimals.
In future lessons, you'll discover more about fractional parts. Hope you ENJOYED today's lesson!
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Information: Keeping in Step