Animal science ii
Download
1 / 36

Animal Science II - PowerPoint PPT Presentation


  • 118 Views
  • Uploaded on

Animal Science II. Principles of Animal Nutrition Adapted from: Amelia Fox North Iredell High School. Objective. Describe the six functions of a good ration. Rations. Maintenance of vital body processes to keep animals alive Growth by increasing size Bones, muscles, organs, tissue

loader
I am the owner, or an agent authorized to act on behalf of the owner, of the copyrighted work described.
capcha
Download Presentation

PowerPoint Slideshow about ' Animal Science II' - edana


An Image/Link below is provided (as is) to download presentation

Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author.While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server.


- - - - - - - - - - - - - - - - - - - - - - - - - - E N D - - - - - - - - - - - - - - - - - - - - - - - - - -
Presentation Transcript
Animal science ii

Animal Science II

Principles of Animal Nutrition

Adapted from: Amelia Fox

North Iredell High School


Objective
Objective

  • Describe the six functions of a good ration


Rations
Rations

  • Maintenance of vital body processes to keep animals alive

  • Growth by increasing size

    • Bones, muscles, organs, tissue

  • Fattening

    • Storing nutrients

    • Not for maintenance or growth


Rations1
Rations

  • Production

    • Milk

    • Eggs

    • Wool or hair

  • Reproduction

    • gestation, parturition and lactation

  • Work

    • Other needs must be met first

    • Most U.S. livestock do no work (horses)


Rations2
Rations

  • 1/3 to ½ of the ration fed to livestock is used for body maintenance

  • Maintenance must be met before nutrients are available for other functions


Objective1
Objective

  • Define roughage and concentrates in relation to an animal ration


Roughages

Pasture

Hay

Roughage

Silage

Legume

Straw

Hulls

Roughages

  • Contains more than 18% crude fiber when they are dry


Roughages1

data:image/jpeg;base64,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data:image/jpeg;base64,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

data:image/jpeg;base64,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

Roughages

  • Hay

  • Legumes


Roughages2
Roughagesdata:image/jpeg;base64,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

  • Hulls

  • Straw


Roughages3
Roughagesdata:image/jpeg;base64,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

  • Silage

  • http://pdf.usaid.gov/pdf_docs/PNADQ897.pdf

  • http://www.youtube.com/watch?v=ZW4Bu7nYzhw

  • Pasture


Roughages4
Roughagesdata:image/jpeg;base64,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

  • What’s the difference between hay and straw?

  • http://www.usaforage.org/products/straw-vs-hay/


Concentrates
Concentratesdata:image/jpeg;base64,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

  • Contains less than 18% crude fiber when they are dry

    • Grains-corn, oats, barley, wheat

    • By-products

      • Wheat bran

      • Cottonseed hulls


Concentrates1
Concentratesdata:image/jpeg;base64,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

  • Liquid supplements

    • Molasses

    • Urea

  • Animal proteins

    • Meat scraps, fish, and blood meal

  • Plant proteins

    • Cottonseed meal

    • Soybean meal

    • Peanut meal


Objective2
Objectivedata:image/jpeg;base64,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

  • Explain the characteristics of a good ration


Good rations
Good Rationsdata:image/jpeg;base64,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

  • Balanced- has all nutrients needed in the right amounts and proportions at the least expense.

  • Palatable- tastes good so that animals will eat it.

    • Include a variety of feeds to improve palatability and make it easier to balance.

    • Succulent to make it fresh and appealing.


Good rations1
Good Rationsdata:image/jpeg;base64,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

  • Bulky to satisfy hunger and help digestive system function properly.

  • Slightly laxative to improve feed efficiency and prevent constipation.

  • Low Cost- best nutritional value possible at lowest cost because feed costs are about 75% of the total costs of raising livestock. Price per pound of energy and digestible protein determine if the ration is economical.


Good rations2
Good Rationsdata:image/jpeg;base64,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

  • Not harmful to health or quality of animal products.

  • Proper proportions of concentrates and roughages for type and age of animal. Examples: more roughages for cattle, more concentrate for swine and poultry, higher protein for younger animals, etc.

  • Uniformly mixed especially micronutrients and feed additives.


Objective3
Objectivedata:image/jpeg;base64,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

  • Interoperate the relationship between 100% dry matter basis and as-fed basis for rations


Dry matter

Feed on 100% dry matter basisdata:image/jpeg;base64,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

Percent dry matter in feed

Pounds of feed as-fed

X

=

Dry Matter

  • All moisture has been removed


Dry matter1
Dry Matterdata:image/jpeg;base64,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

100g can of dog food

As- Fed

Dry Matter

Protein 40%

Protein 10%

Protein 10g

Other 15%

Other 15g

Other 60%

Water 75g

Water 75%


Air dry

Feed on a dry matter basisdata:image/jpeg;base64,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

Feed on an As-fed basis

=

Percent dry matter in feed

Air Dry

  • Still has moisture


Dry matter vs as fed
Dry Matter vs. As-feddata:image/jpeg;base64,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

  • The weight of 100% dry matter is less

    • No water or moisture is contained

  • Provides an accurate indication of feed content

    • Feeds can vary in moisture content


Dry matter content
Dry Matter Contentdata:image/jpeg;base64,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

  • 100% dry matter basis of sun cured hay is about 90% of as-fed basis

  • 100% dry matter basis of most fresh pasture grasses is about 20-30% of as fed basis

  • 100% dry matter basis of most corn (not silage) is about 90% of as-fed basis


Dry matter content1
Dry Matter Contentdata:image/jpeg;base64,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

  • Most feed will stabilize to about 90% dry matter in air drying

  • Storing high moisture feed materials will cause them to mold or build up heat


Objective4
Objectivedata:image/jpeg;base64,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

  • Identify the rules for feeding various kinds of livestock


Rules for feeding livestock
Rules for Feeding Livestockdata:image/jpeg;base64,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

  • Beef Cattle (fattening)

    • 1 1/2 to 2 lbs. Of air-dried roughage and 2 lbs. of concentrate per 100 lbs. of body weight

      Example: An 850 pound steer will need approximately:

    • 12.75 to 17 lbs. of roughage and

    • 17 lbs. concentrates

      • Total= 30 to 34 pounds of feed


Rules for feeding livestock1
Rules for Feeding Livestockdata:image/jpeg;base64,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

  • Cattle (maintenance)

    • mainly roughage

    • air dried roughage should be ~2% body weight (1.8 dry matter)

    • Cows nursing calves should be fed 50% more than dry cows

      Example:

      A 1,213 pound cow should be fed about 24 pounds (1213 X .02= 24.26)


Rules for feeding livestock2
Rules for Feeding Livestockdata:image/jpeg;base64,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

  • Swine

    • depends on size and age of the animal

    • depends on nursing

    • Pigs under 50 pounds and nursing sows need more protein than market hogs

  • Poultry

    • The ration is 10% of body weight


Pearson square
Pearson Squaredata:image/jpeg;base64,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

  • Objective

    Determine the nutritional requirement from appropriate tables using the Pearson Square Method

  • http://www.youtube.com/watch?v=yXLR3-1mZwE


Finding nutritional information
Finding Nutritional Informationdata:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxQTEhUUExQWFhQXGBoaGBcYFxsXGhgcHBodGxwXHBkYHCggGholHRobIjEhJSkrLi4uHSA0ODMsNygtLisBCgoKDg0OGhAQGiwkHyQsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLP/AABEIAMIBAwMBIgACEQEDEQH/xAAaAAACAwEBAAAAAAAAAAAAAAADBAACBQEG/8QAORAAAQIEAwYFBAIBAwQDAAAAAQIRAAMhMQRBURJhcYGR8AUiobHBEzLR4ULxUhQVYiNygpIGotL/xAAYAQEBAQEBAAAAAAAAAAAAAAABAAIDBP/EAB8RAQEBAAMBAQEBAQEAAAAAAAABEQIhMRJBUWEyE//aAAwDAQACEQMRAD8A8LJw4Bdq7tI5MSDSkHlSl02mBYPFVyFBRzrHi3t7Sv8AoUKuhPSFp3hMvQjgT+Y19gtb+9IEvDqYCl9RDOV/rN4y/gOAwwQNkORdzfhGjg0V4f3CwBBt7Rr4KQAR/kWB0Zj+IxzrfH+RwyyxYOd2XSLKeGJUgVo5b17MOS5TCzlmOvGOWt4zCoMBl2IrMAFjX90jSUgW2X5RWZg0kPRy5v3vi6XbOWK60b0hSVLG2s03fiNLEYRg+8UHH+4QkYeY1r3tnGp4K6lAJ3RwyRSkGTLUP4m3HjFNprgvwbSJaXm4ceYEAimW6BHCpSPtTwYcHhxaxfJ/a8BWSS2salouM/F4JBSxSNaUfL2MaXhGDRLT5AKsa1cZjVt0LzE5de98avhooNM3uC5p6Q8uV+cZnGS6dlkMKEOG4cI6+06eQNnIyr3WGZCAQ5AunhX8VjkxBDHWnRo411gFdmzdPWtP6hSbNOw5BAZrW58841ZkpTBnJ0FHG94DNlhSCGpQV5/3FETTRy9CAxFX6QRSAb/m/fpFwnyPk4350juJTTyhrb7fP5iBNEsvSr3p8iGNu9N3RtYsuWACRTTcf20CSk7D6etst9YloyVlg/Y7yikzjc3vziTQCktq2j7/AHgGw4Og374sWjEPC6k8mi0vCB7qz1ajU9s46cAys62r0H9xoLSvK/F+v7hqWt3OjvCglELIU5DDh0tk8O/6alHY8YkCCND6RIqrDrf7j0H5iQ5/o6Z6UOm0TZcv3ffFf9SgCqgPa5p6ekE+on/IPo8BdSgADjFZksAONCYsJiQANoUrA1Tg33AP8xEviJIIG4Z8WjUwUp5YB0Pofw8ZkxaSWBEafh+JCkir1y0DFm3ikN8E9PyUpCRUPkLU+KV/uDKA69tvr7RjrmrV9oArfI7qZUtwjs2fNHm2BTQ/EYxprzPdv7tHUIFBR6C3r1jGVi5g/g7XY2Fc4L/uVTfy3Gyc6OGHd4coPTJdm1fkIXloYPV+FqtXq8WGK2qtkSAb2u2Qb2jsqYG8zAjXpn3WJCy01OTJ9aRRcovSztxp7RJWJBJ/eoiyMUnKpv1/uBFVYcFwRyO7+oAfD0glqAMczrvjRLbVTep3XLP0gSlAh+b8Oca2h5n6R+qpJLMQaZ2I73Rv4eWE+Xj+YycCgrWsguX5gaU4eseolyQADc1FeOhjXOs8XZKHZgWo1/xasVnmlWb+6endIdlhgQ+ldM++MBVMIG1SvffKOTYKEbSaPmxhfBzHBDvfhQU9BB8Ok1FGSaNSl7c4rOlVaoJAJ4mvvSFAS1ukMBcBjnelMm9oNiJh04aM/uBA0SvK4Y51Tq7Vy/cUKXUAd7aZNXk8SFSAQQ1Q/Rv3C0iXRQBFH9zDMlJAURkmg3hwQeNIUWgpBWauSabz31hA0lGtjn0pA0S2UR++IgizQEEuTo+Tj2NP6ildnaFdo5czeAjygkXu9uH9mK4hYoTYWPq8LS1mxHmcEA6OaE8B/cAxmKUkpStBAe41cwyAzNmOpx65Xz5w6ioYHgxyjAGKqwB1dm5HWGP9xCBnY21/bxrA0tsChqeJiRjHxoaGJD80M9fhIUp3NXoKZ3MGHg6TR1DZfM53MaEpIoQKN81v3aDLFLd3hvKjIyE+BprVV9e3NPWKf7SCXJV1z7943vpjO3SF5g2TSz0/XWL6pyMmb4WhiQS+49Y0fCZISE6mpy3RYdBnu3wfDBk7Ts1H3DP0gvK4pOzqJYBYDKCLT5QBdwel684QT4gAop1cg7svQjrF5fiCVZjrWsc+3Qb6dSBqH5tFlyA6qZddYHJxAyLuRusOxyiwVUuf6794EqZI2ebehDwA4NJYZKIHDUvq0MzFBg519mtpEluQPfTL4hlDokigD/Ppuo/GF04WvlcNW/TXsCHdu+WVsu3ggTSuXOgZodDLmpKdqp3tmc+cDmKUqWdkgFixU920GTxbGKcADP8Ad90RCaJA/pv76RqM014RgUypQSwCjVR/yOZrk/SNWUrLdbP+nEVwckkh6PmeVaQ5IwuYq7Fz+NPzGOV/W5C+0NkVy+B7vAsKNqWXB+4vnmc9+kMnD8CM34t8RJktSACEjRnI3s78IEQSkeYVNHGVqOaZxecNkgZVYnTj6wbFFhkAL1q1RWFWK6pII001NOkSEH2g7q777oWUASOmjQaWqyQKi9w9mduMCmpIqb1JJNt1m1hQwSQo3yrzrndoLMleUB34tdh3zhfZc0CgSAOJTpvL77RdNquHuL0D03d1ESDMujUrTSoYixikuWFA7mMGmKOTVu1e/wBwPCuAHd3D+3QuYkpOlMziotTgbxdIBSNrIxTaKlbCSX9QNSDwMEQCfLcVvc5U6QpJ2BSTa4t33WAnw9JAbvL4h5DggnKnG8CXigDVmfW47EXYKJ8MQ1hEgycdShBGrxI1vIdFcdOGwSQzOzGpN4yZOM2rggaXNK00zaNXxEeVRpYjjcd7o8/hlkOLMaj0jXDuM8uq1PqqYFiN3w0Rc1wPLX0rv1pFQv0i04hgeDRYtCzIs7dLwLxKaSilANlvl83cesGUfMDrTpxgM5INDrbjFEYwfhYUhG0PNspemYCQ9b20jszwEWBZ7sa5/HvGpIUWSaswD5WHN4alF1i+QNLVjN5XW54wVeClK/uNBrm39BoqPD5lFFZoGD1pxu8bpS5U19N0T6flYdtu0g+qXn04GakbW2S1dm1D2IsZ0wKHlfy7xXQsWFQaxtrlWOrDdQv+ICskKTw4dmKUVbw76lQsACtquzVZrOPaNKY5LUJZy4CjlAZiR5Q4Ap80615QwFVprazdt6xmmFZ0pJURsBhSj/EdwmGlkpOy7We3FszFlzHSVG+vMD59Iv4cQJhDVCXHtFtWRqfTZJIpbjm/GvecGmOJZa3l+HpuEVKnQ4y0HvAsStgkbw4vTro8ZKqD5U1G1pz06+sdxE58tXeEpE4JYlXB2rw5kdYIuYC7MWoXNiRThSvzFTAsTLAKs0kHK+pfIj8QDAJCHANybDUua5OSesExUyhG69eftAcDOBD1rWhGRv8AEP4DJlE5byGyFBFJqGUDu65vElrqWO7o+u/3i6ppUWLuBSzHle0UDn+n8pcbQZw/3He5geJQFJ2bOLZ5QYpIvTQ7s+f4gcurEXz6+lhFqwFKFeVgOGVb+0GmySLMNWjmHl7LkhgC1qFyWY52hgqDB9xd94eEBzJdQWqRVqHVj6wPBVfnugOLxOyEnMEDVnpl7QPCzWUSWbmHeud40D+wyu2doXxqbVc62am4x1XiCAfuGrv8c45PxCSzM7/n2iiZE3Dgk7SEk6kD5MSNUAf5NuiRrayUOEStLE3sElq6WgZ8DQjzVL5vr3pBsOlnIGdK2akMLUCHfPSv3XbOzWjP1Z43ZKRleHpKqBuJzfLdBDg0WKXGVd575Q7IVRxckN1/Vt8Emyhsucst3b9YtoyEU4BDBkOc6lkvz9YtKwssOdhOrlyzZs9Kj04Q0PtoSNBrlFQ5O4dLXFOMX1VkA+mCU7L1NAXal7+1M+Bv9Ehy5c5t1vXKOqB2hkGcDdf8QdKbndwyaM0wASlAVNgHI10Gd2z9oqJKmyYAlhr8wzLoCSL+lbekGu57qa+0BJCW4a3NmztyhRODUtdGFi7ZUIo+hjUmpHmyyr3x9Itg01zLAkaB8ugeNSipNkJ8pLnRzm9w3OKGSQfKX82dzyHzrDUyWNqml8sraEExMHLcvxplUu+8n4gTNmhgzqvR9xzNjwe8WkOlZKUklmJU9K1oL0IzzhrESBUixZq3AN78fSKYYEjRyP22ltIlpuTbzAjMvTLQ0PODTkApLk8RTKh9QekKoVsoNK7Xv+4cWvZTuPJrRmtQpgwhypn1Ba1PWkc2UElagl6+YpFtN/ODpLI9atXPneASFA0fVns77g0SSchBDlBNC7vUb/xvgKJKPt2AKOA7+9jX1g8wbJOTnLe7g9mOSpidsuAwAZnP77MILGQBRiK2bUjJ4NPkpYFRYu40tuge2Qa8Xo/TSOqNCKNU70tn0GsKVTIQAVXrcqJzexteKy5YBdg776DQaQAp81FP5RW73Nj3aGJ7hIz17FrmJKylOSgfx0XlcUL7+7X8tUlIzo7PTocrwulR+o7M6QdHvrnaCzZjO+or8F4Qv5a7Qb+8zrCs2TLS20m9RffZuJh0B0i3SBFQokgsTdqCxzs5ZopVgKcHLIcJFC9hWw+B+I7JwqR9oSM9OlxqWhuevZZsxn36QmidUvSmjfMICWEgkMnp+CI7B0qBqc691iQ6sIywp6hnBBBz070h5UwAubi7AM92dq2vCU1TJUoi1SLkm1G4ikNfSO0xL2NeT01gsWjBTFyPNRqhqh8so6G+3zZHeL7qxRUk0awq2Vy7cYaZ1Ej7XtqNICU2wqmwWGbk2NbQQEgfYGLEUd33/MFMupIr0zLHjR4qkOK5kcLaRaglr2lfYwrV6+mTD0jsqek/a6jbWzZjukHmoBNA5ej5Zir3vAFEZUSSSBagPvT2iTqSmxepyY2ZosZ6Wqb+l6mCpGZoAHJJDWN6ZfiBGUAaMW7eJAzbKrnUnLP5FYphZhTQF9oUU1up0q26CjDBgDlU6a8IVnS2AoxJIDCpcM24coomlthId6EMDZyWfdnl0gMvHoKTXZezmrCjcWjLkygVJSX8rZ0DnThyvGzix/0yGFLBgWrSh3NzeHAXnzwWT/Jn1bJtwvB5KTUAAZJJz7PeispASNrZc2YBgR8kBzzhyXZSicjyoNIKhpKHN3vYEvau/pFsUCmiv5AN6V4GlcoNIAfRiaPwfo4i85KtpJNCKUc2ragjLUIJxDBlApZ7pItlXhGcmaDVJJFw5YX4U4bo18VOdi20DTgeBsa83iqsChSXId6kEaa9LxQkFrUT5UnaGzz3AtVtIZlL8qi2yV5G5ApURedKZVMg9RelADrHMOogO205LlwHALAml6wghiZm0obINKEs7bnPLOCYOYSzgkkNUtR2yrGkicLAXsfSrxTFJG0hhQKq2bVavD9xSpmzMIsLdKXB/wC30c7stDF5uGmOPIf/AGH5vzh6XIUCCk0z3ZU71hoJZQ0I5el4tTFJIV5knaFKh6cRcVHrF5eFID7VTkR+axozwmjDunWF1kPXpzr3uiAaAUpJsWtnxDfGkJy5m2S2l2tZt+cOCay2/jcOfTrBBKSH3/nSFFZstbOCNqrVd9zxnz1TAspDAUZRBVXfXONRS8na2fYi0pDl75O9/wBwyhhTcPNc+Zu+BjkbQUkU2SWzb9RId/wDjwhHmCSSFBiCRTrDKMClNwSa8e+G7SBSUpSXNCWAyLP9oHrWLInHaVRTtVyWHBoNOCmSksBTMV04vHU4a9LmjfuFZUwmaGpfOhbThnDOKxNWfccjYFnasQxBh62YHNz0aLqwvTS2tYiiQjaFTkGI7s8UQoqQkjNINQyjR2I5iArzsMeHr6wObg+BVo/pS3KBGd97FJIs4Yhg796GB4FalGoBGdGrxeFGThSoV/8AIZUya5D0jq5DAbI/fdIHMn7KgbOSGzIahrR6GBT8UpJFHBJ0fXmfxBUscOQGAa3p33aATsLtVIIZ89Xpaz+kM4nEKCSa8mA/cTBYlSwOLZVbgbRElgcLslRUc7szhyWD3Z76cI7jQKJ1VQbgz35dRrGtJnJWS3mYDzXvpTt4ZTKBDBI8ubByenLlFvYx59aykGtjVVgwvxNLAfMFlhiR2Oe4CNrE7TpZnzDV0GTmL7atpmFndgMzm8VqkLYIOSbvVt2QHMHsQWaXWAkDZDvxyIa2Y5mJ9chnDPSnuXzhbxXHBLEMwVU2OyfuA7yjLQeOTVwSGOQDFrPvziwV5Q+YDVYaVreMQ+LkrYJISdpVTkUDZHEnytCqfF5u0xQySWcHi5Y/xtDZS15ih9RYy2X1OZ6D5ipWzNQEOK5O997R57xLxoS1gKTVdlCxYAKOtKUMaC/FVEjZTtOPkOH4PaHLg6ail+bTO+ee69Yk/EAkJexJuz+U6cRGOnFTKOkWs4BBZxvN7x3D41T+awcHe1qanu8FLfw6wBUCtP08VOKYlqFzYdPm0YSvGimYpBQWqaV1bLRopgvECs2bZc8bjnFlDS8QxTgDMnunMekLHEWaoqK3cAPvzi0rzbJULDPia8bRTEYYKJ2KUyscvj2hBmasbIOe9hmzbqx2V4gmu0RztrAkeHlmJdy9fbg9YWx3hYCkkBq2yP5FG4RdI1ifEk+QCu0KM2gMJ/7qymANAKXFQ7xP9u8zk1h2X4ekdW4teLYWYvxIvSW41Ir7RI0Tgx2IkP0zjRwiAApT0pQCooDQaQIOlatraqAwIZqbhUl8/wCtMSShwk0Z39A/KJ9ZnKlKUBej1zA1MQY8rFALNcqUsG/qkBnT1EAApO9IF9osCwGyWADamPQqnJIokOaZO97i1zSOS1S1ADYpXzasLvz9YRrKGMUUW2gCkOL6VAybd+7TJrkJPlZtBdmrwjawhSpKvJ0S5PPMN7RaZNQFJLFSipPlcDVjvdjFi153BzWUogAbRKNpX8rhJvRlGsckYwPaqcn1uflnj1WJly9jygJIqyQLmzltQ77o8zJwIEzaNGDlJO0HGYpdjffCpVvFJoIQ9FJLmjODprfoYBInVD623O3ZjK8ZxC0LQk1871Ylv+Jzf4Oscwy1KYuKGj6Npfe/6gzo62cZOBq/lBDda+oaK4aftSxltOKaHKp49N0Zk9K1IO1RNSHYNao3/hs4fwOFB2XmsnIUpqa6+w0iLW8Fbz1zFK5Ufh8+uulQApw+YzcDhUS9kpJrS9w++NAksGBYHibximFVJJBU9dohPDSl3r1gaJxd3bRs9PSloJjJ4CCBbM6B35O8Zn1mIG2gHZsVXBNxXUXEBNzlua340a5rCePAUlQYW+R6fnOB4qYEMVEDMm7jIs9aZnQx2aoFKgGLi755RSKk8LJTch3Avu9YYVhk0pbn1isuQAWBYUtyGZ0i/wBByGWKO7h93POKlh//ACrAhQkkAUWQSxBYs/Kg9I08MhIYgMyRcXr7tBv9EV1USwqKjLTdeJiSAK1LsCNfjKNb1IznddUXZQ5mmRp6dOcDMoO5vRsrAVa/P8QLDrCVBOyqtevy8FRjQHDM3/EZPZsqRkk50kCaotZKcq3J13+gh1KEpU+y7MeRI7tCU3EH6iiASlg5vZr868IYRKWoEgAOkc6Cr3EaowwFAgA0U7BqCrnpC8iedtlGm/TX26wL/SrSUE3PwPffBcNLJVViKmwGtA9RSjRJoJlgWc8Bbt/eAz5ZcB6AkvpbrWGJRGmu/fAVEkgGxse94gSycO2Ya/e6sE+mydRq2cFQpyAaVrwvHNs/aQHrXPPSAldp+zEh9NrE73/cSEBzpjzSo2ZQKTc68KdYGqafMCKkjNqGufPr0pPUmYouDRIBU7eW7aEvfhB5yypjsJAIcB3IBtTW5/MdHNSUhipmIA3gV704wztM+yK/btNn/JtHAaK4ID6SiGo1rG2Y4x3CzKElOVH0bLSxq8SX2iJS2DJ2gHfIODyf5hWVO8wU7hwdWCQ3x/cPS/NKWAKFr5G/YisrDeVwkhJJGgLVvkLdTEFscnaRR6JcgEmzpIe+u+nCMzDqJW2y4UwPPN7ZEdMo1PEC0lZLMpiMqKDkGxzFN4jN8Jw7bRJY+VwBTfzqA5h1T1heOyh9Z0q2vtDk1B0ZgB1No5JRs0BZxbUDSu4wbxzCKXOcMNk1DNZwa79YunALbyqBJDMzNzr2Yr4YApRVskjL3o4pGnglhZITTZYF86BVKd0hOX4fNdyLC4L9IPgZS0lW0Dsn7c8myvBTrV22LcBbeztzh+XSWNl+Qcmuo3gxkpZOzqpXfGH8RMZAvRxdupHP13mOVdIHMlqWmozsa59mBnCgOSlL2+0E3LXr6wSTMIe70q9/1xgQmbRYgXH4tyi047i2DpyLu/Dp0jDTK2JjuACxobjZCa6Wz0MbONmFRIo+WrNUV5dIxZcup1qK5w70MaiVBP25i7OH/P65cnGlQxu/I5DdXrCmHSNztUmj/uCYtTB88i4fdWJY5JYgswFgdMiItIZ2UxD0Iz6xbCJ2qC4fn14wP6JCqHXvdyiRrxJKQUEUUxaraPwvFkygRtEsSat3vgCpRUZZBACXcuLHT8b4YcgkUYtubi9PXpAg1S0szOOOesdmTmG+vD059I4ZWyCT5qUSCMn0O/0hWQSVnaLMbVfusODTc8PvNz2YqJAocwm4oO6Qf/TjMu+fTrBZaCnQgXc3y7EBJzB5aCuvI09ICJgGyS1SxPKj+sMzUkGhtkbXhYydo7Kg7lyKNSGYKclYgNQg0uDbd7xyZNdj2ew0SVKSlOyEpSKUSBTPIcYptpA+0C1uGcRQSZhrtG5014RIt9VOSm3R2FAz5yEKSonypdwDmXAHoOMOpwSysKOyTd7KtRPB485slTDZDkpcZPU23Ax6vGIZJrfJhx9iBGrcc5NWwmDIRsOGO0Sci9L8KXygK8BMYpppRTGgbMcIalzQUlIIFA1Xo1yLXNoWmYpIcjava1xXgXr0g+qflMNhJqQdoBifKHBFalxvfKJOwK5n/TB2QE7IUSc2dgHc3vug8ua4zJa9256O0Z3h/jJVNVKCSnZf4zyYvbMcIvofDVGDTsiXtukJCXKbsAHqGDhMDl+HoSzLfUlObVtWrmloBNUolleWhPHQ10ECk4spDOXZ/wD66avnF9b6fgWZgELW+0dq7uQL8YKqQhBAauoq4q2401GUBwaiSQqlmPxwPBhBsRMrsKFGNQWOotzi1YOmSmha+8cH94piJqUFmv8A8nAPLpFZGISBs3AGQD1c23798Lzlu+gL3rRywyBeM61huZISfMzG+Vmy6790ZmMn7SAUlw9wfSh79YmJmgpUHO1suGyo1fWBeEAmUkqqohid/KlmrFfDIBg5q/N9zOT9vox0iLWQdoUD2Y5ctW0jbk4cBLtT+/xFFhJUw3xnWmXOWkEk3I6cDfO3GFZUgKJZxXX24/Ah7xLDp+kogAZjj+4V8NmNQ3pz61jU8ZdT4eHdJUDvL+5iisDsuComlC/bXhklmq5FWzjmOnBSQHFq9K0iiKJl1DOGHqfRqHlBsMki7Obb9Q/SBiWVKDXAYkZVDVGcOpSxpXfxOVYgrLWkcbf1pFpU8mhzfzehvEmkCxe538N5hGSp2PvYvkenV7RJozZJDHaelq++VoXWoGrdjjDElBqNkuzj219N+6FfprBBUjZAG9h2S0SOyi6jSwZ68c7QYJFnzNPw0Ly1kAuLjLizMIJKX5gSGIqRy1ziQSQ4fMPU1fJ+sLYhf/Upr6sH5w+qU4qoBza5N99bvyhXG4dA/kQpjsneoM5HH2iQa16fvv8AMRSSG5kPw9DGYMSvIgs188qtv0hdfihCtlSSaA2vqBpGpFa9AkjT1iRhLxilFwBX/kR6RyLKNjXlYPzpUpTWoAWOp1hzxGcraagd949M/wBQ+rCoTVT6sN3f6jMxkmZMW9AmrAUJt1t6CC9riulTPUWrSoBYt1yihlK2g9r6Ztpugm0UqJIIF7cWbfWFGWZtEEpALmr2eh6DlGWmu/lcVpXOPM//ABFJXMmrIDEmu526gBo3sR9hBejgXJIzqHfLlHPD/DAgUIAOmbijN3SNflH6BOnFJYWYk3ozHPO0URNA3ir1b9DWCT0EDZBPm2xUVrV7dtCipLHZ2kk6DfR2pru94CMqa6gkqPmAKiDxDOcgwoOrQSZig7uD5utCQ297QLC+H7AICiTV3uS1Xre1IN/t4BLuXIGlqgOwyLwhQzPKVMXL8qbQpw9jC6MWavUZGguR3vhiZNEsso/d5f8AjuLlm1rdjGYWWSC4YtbIG3UekHhPTZrJURcoNL6sW1ZukW8OnvKlg0ASH0sPiFpUslXl3Cu7swSQupSzAq8u/wAtXGVB6HlXuKTK0sPigU0352vviqZ3myPYHfGLScPKAqkMLBmFGtrExc9IfYT5ndrFtRrlwjONaT8cJ+kuWGJJFM6Fz6wLDeGzFMxAGZPoGy5w4nEIKnCbVcuznJ91aQ8MYLbQIrtM7A6U9414yyl4Bf8AmlxR2djq1s4AnA3Q/Oh6V4w/iZiWLGr8DYNWO4WQAM3d6MBfTrEgpSNkAAh99uJ7EXRhKk033zzcnjFMVLNGUpqOwcizM+fpWNAhIdBc0BZyIkRX4cVE+ehGzlXjoc8oawOGQmjpo+fX46x3yhxoNXZ9awOTJSxBLGrHkau8URw4hCX8wLfnf3SMpePJmeU0GTAVt3lbjB50gEupqHUfntoRxoAIah1pQX19OEIP4fGL/nSlLU4h9fmAT0B0FTvfqK8MoRnKK0gPU2FKcN9M4tgwtZD5WV6NvFDDILWqoAoqTQ/12Izp+FSsBlWfcIZmKIcFJBH5ya9IzsUrRw29xThk0WEzLwqa9TGbNwqQs6UPE/gVHKNuTIUEuouC9XemT95QpN8OUpRIq2X646QhnCQnOW+8KLehaJGulWyAnYNALJiRaDS10Zw/Vmf1hRcxY2WcpAtrUu93JpyjRlzjsu6U/wAi/Woao2gkP/ipdnDqTsSgOCqljTzPss767fma2UXHhM9N5XfBkKUQAwKjQbL77v8AEdWhmCiQ1VUbc1stYAubLWle2UgkVVssK3YFJdlFYH/EId2IjkuZLSydoMkkmmz5fqbR8iEhBdLpIDAfcKlg/wDnP6Pu/wADOIJLJG0HZ6lrZD5h2T9b+R/8bNThkIzJcpBKAqYmiFJVcuFokpmCz1CJpGhUne2tglkMCtwCgslShRKSCAwGzXZsagOWMV4cZP8ApffK/haZPUhg5cVKQzcC4fK8BSCFuACxpQcDZtX5wxJkbCUpUsEBMpJLq/iZe1dL+YIWQXfz7NgCCSsQnaSCdobITUruCl9kbLVGZckm4Bi+J+clOV/hiRLYjas7+nvx05xTHITV3oClrVtfm/YgaMUwlgqcj7lbSvMXR52IbJf/AEvs89DSFZuOSAnzlRzBKiD5FAgAhqqMsj/tOrG+eMnq22+M7xc7SgLJBoNbNTl6w5hgNlSjc6C7l343hLESzMWlSKMG65Acoek4dYoCNq4G7Q00MYrY2HYpJu3TsxScofVAIyL8XAbcTWLSJKnswGb10YBndjlvgkvw/wAoeigxof8AuNeLjoDFP9Foc2ebvrTSjX4/ELrWSt2tQ8K29PWNCZ4btWNd/wCh7xaXgUjUvYO2b84IaxEqdZJB65/5MLHJ78YY2QftFN+dQY15PhcrJFXe5oc86/1pBZXh0sWS2pf5JeEawFTA7ZnPhevB+sa0hBqKgs27v9Q1K8MSD9vB6074Qz/pqDK+la6NFe0wMVLm7SNlJIfUBqgmr6PSLqTMDulQegID3rcc43RKd7N1fn/URSC1uufxAtefwuEW7tSgsai7l9/zGoMC4YqdQ/kzehhoyCBenPXRo4mWNpq8bcPeGKsmZ4U6aTGNz5RfhzzdmiHwZLebzOGBqH0tn+o1fol97bq98YiUn2y1vyiBXC4JMuyQD/lr/wCRvWHPpDT972g5S9/Y96xQBgaG98jvvAgloBZjTRnfusAVgkmoA5ZdRDqZR0Da/wB3iTZbpNuZbheFMwSVAsD5Q9Nk04F+PWGUpA45wwZNHudR+Y4b0FdYloQY2B5Kb0jkFUogs0diTxOKUQmh/l+IXeiuP/5iRIo3RZB8h4kcq0ipUfqX/j8x2JCDKbcocwZ+3nEiRi+NRfxQ+Y8R7CAoSNNYkSKCgKqS/dDA2+7cabokSCem+NfwYebr7GHcTQhv8h8xyJHVxooSG71EMbI2AWqDQ8okSFQvhS5D6Q7KSGFM+/aORICHIHkHeUdQovfOOxIoqJN+/wD9fW8LBZG0xN4kSD9MNykjbFP4/BiTj5f/AAiRIzDfQ035J94ZlpFKaRyJCBFZcPzFcz/3fESJARdeXtAUKOsciRQKIy4wQhuo945Ehvivq2Y4fIjkw27yiRIBApqA9h2IkSJGjH//2Q==

  • Called feeding standards

  • Metric vs. English

    • to convert kg to lb

    • multiply kg by 2.2

    • a 40 kg steer will weigh 88 lbs.

  • ME- metabolizable energy intake


Pearson square1

12data:image/jpeg;base64,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

Pearson Square

1) Draw a square with lines connecting opposite corners and write the percent crude protein needed at the cross


Pearson square2

Corn 8.9data:image/jpeg;base64,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

12

Soybean Meal 45.8

Pearson Square

  • Write the feeds to be used and their crude protein content in the left-hand corners

    • lowest at the top highest at the bottom


Pearson square3

45.8- 12= 33.8data:image/jpeg;base64,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

Corn 8.9

12

12-8.9= 3.1

Soybean Meal 45.8

Pearson Square

  • Subtract the smallest number from the larger along the diagonal lines


Pearson square4

Corn 8.9data:image/jpeg;base64,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

33.8 parts corn

Soybean Meal 45.8

12

3.1 parts soybean meal

Pearson Square

36.9 total parts


Pearson square5

Corn 8.9data:image/jpeg;base64,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

33.8 parts corn

Soybean Meal 45.8

12

3.1 parts soybean meal

Pearson Square

Corn- 33.8 divided by 36.9 multiplied by 100= 92% corn

SBM 3.1 divided by 36.9 multiplied by 100= 8% SBM


ad