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The Real Cost of Limiting Nutrients

published: October 4th 2018
by: Dr. Les Anderson
source: Ohio Beef Cattle Letter


Let’s use a real world example. The farm we will discuss had 100 fall-calving cows. The average body weight of these cows was about 1300 lbs. at a BCS of 5. These cows calved in good condition, averaging a BCS of a nearly 6. However, lack of rain resulted in limited pastures and the producer began to feed hay approximately September 1st, which coincided with the onset of calving. The hay was below average in quality (TDN of 48, CP of 7%). Money was tight for this operation so they made the decision NOT to supplement these cows. Making the assumption that these cows were average lactating cows and that they would consume about 27 pounds of hay (as fed) daily, the hay provided only 82% of their maintenance energy needs and would result in a loss of one BCS in about 57 days. This producer decided to synchronize and AI his cows. On November 21st when the timed AI was performed, the average BCS had decreased, as predicted above, averaging a strong 4. Remember each BCS equals about 75 pounds so these cows were losing weight rapidly. After the insemination, the bulls were turned out for 60 days then removed. The cows were diagnosed for pregnancy about 90 days after the insemination and their average BCS was a weak 4 so the cows likely lost another 30 pounds or so of body weight. Reproductive performance was terrible as only 29 conceived to the AI, 31 conceived via natural service, and 40 were OPEN!

This example may seem exaggerated but this scenario actually occurred on a farm and is a real-world example of improperly managing body condition score. The question then becomes which was the more economical management scheme; no supplementation and reduced reproduction or supplementation to meet nutrient needs. To help determine this let’s first look at our losses. In the above scenario, 40 cows were examined as open. Of these, let’s assume 7 would have been open regardless so 33 calves were lost due to the reduced input management. Let’s say these 33 calves (17 steers, 16 heifers) would have weaned at 525 pounds (550 for steers, 500 for heifers) so we lost 17,350 pounds of product. If we would have sold these calves last week they would have averaged about $145.19 cwt (average price for steers and heifers). Our lost income would be about $25,190 (173.5 x $145.19).

Allowing the cows to lose weight likely also increased the cost per AI pregnancy. Our data from thousands of properly conditioned cows suggested that typically we achieve a 60% conception rate to AI and 92-93% overall pregnancy rate. The cost per cow to perform the insemination totaled approximately $40 ($10 CIDR, $13 GnRH & PG, $5 technician, $12 semen) per cow or $4,000 total. The reproductive failure basically doubled the cost per pregnancy from $67 ($40/.60) to $138 ($40/.29) making it impossible for this operation to recoup the cost of the AI.

What would it cost to supplement these cows to maintain their weight for this period of time? To meet their nutrient needs, these cows would need about 12 pounds of our soyhull/corn gluten supplement mixed at a ratio of 2:1 assuming a 1:1 substitution of supplement for hay intake. The cost of our supplement averaged $150 per ton for the feeding period which lasted from September 1st to bull removal on February 1st or 123 days. So the cost of supplementation would be about $11,070 ($.075 per pound x 12 pounds x 123 days x 100 cows = $11,070). If you back calculate, the break-even weaning weight for this level of supplementation is slightly less than 350 pounds.

So what is cheaper? What if we would have separated the thin cows and fed them to match their nutrient needs? What if we would have taken the $4,000 we used for the AI and used it to purchase supplement? What if we had cut our hay earlier so that the TDN exceeded 55% (nutrient needs of the lactating cow) even though we would have made less hay?

We could ask several more questions. We could consider several more options. The decision to supplement is pretty easy math.

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