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VITAMIN A FORTIFIed PEANUT BUTTER - The Official Website of ...

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P2 V2<br />

X1 = --------<br />

P1<br />

(1%) (3.78 Kg)<br />

X1 = ---------------------<br />

70%<br />

X1 = 0.054 kg or 54 grams hypochlorite granules<br />

b. Weigh 54 grams <strong>of</strong> hypochlorite granules. Place adequate amount <strong>of</strong> granules in a suitable<br />

container (e.g. mortar). Grind the granules using a pestle.<br />

c. Transfer the ground granules in a beaker or plastic container. Add a small amount <strong>of</strong> water.<br />

Stir the mixture to dissolve the granules.<br />

d. Decant the liquid and transfer to a plastic gallon.<br />

e. Add a small amount <strong>of</strong> water to the remaining granules in the beaker or plastic container and<br />

repeat steps c and d until the required amount <strong>of</strong> liquid, which is 3.78 Kg is attained.<br />

f. Transfer the remaining granules in the plastic gallon, replace plastic cap, and mix<br />

thoroughly by shaking the contents. Keep the plastic gallon tightly closed.<br />

2. Chlorinate the water supply<br />

<strong>The</strong> amount <strong>of</strong> chlorine stock solution required to be pumped out to chlorinate a volume <strong>of</strong> water is<br />

computed based on the flow rate <strong>of</strong> water that is pumped to the tank, or on the flow rate <strong>of</strong> water that<br />

is released from the tank which is distributed to the different water lines to obtain 0.5 ppm chlorine<br />

in the chlorinated water. <strong>The</strong> computation is as follows:<br />

(C1) (V1) = (C2) (V2)<br />

where: C1 = concentration <strong>of</strong> the stock solution (10,000 ppm)<br />

V2 = volume <strong>of</strong> the required stock solution (unknown)<br />

C2 = concentration <strong>of</strong> the required chlorine solution (0.5 ppm)<br />

V2 = volume <strong>of</strong> water that is pumped to the tank or pumped from the tank based<br />

on the flow rate <strong>of</strong> water (e.g. 500 gal/min or<br />

1890 L/min)<br />

C2 x V2<br />

V1 = ----------------<br />

C1<br />

0.5 ppm x 1,890 liters<br />

V1 = ---------------------------------<br />

10,000 ppm<br />

V1 = 9.45 liters<br />

195

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