00:01
Hi, so in order to solve this problem, what we're going to do is to employ the conversion factors that we can see here.
00:07
So we want to convert one troy pound into grams, into kilograms, and into pounds.
00:17
So first of all, in order to convert this into kilograms, the easiest way to do it is to trace back the conversion factors that are given to us and get the result in grams.
00:27
So first of all, one troy pound is going to be, we're going to put the equivalence as the denominator, and this is equal to 12 troy ounces.
00:44
Next up, one troy ounce is going to be equal to 20 pennyweights, i'm going to abbreviate it as penny w for sake of space, and then one pennyweight is equal to 24 grains, and one grain is equal to 0 .0648 grams.
01:24
So after using these conversion factors, you're going to realize that the units continuously cancel out until we get the result in grams.
01:36
In this case, the result is going to be 12 times 20 times 24 times 0 .0648, corresponding to 373 .248 grams.
01:52
Now, this converting into kilograms, we can use a conversion factor, 1000 grams is going to be equal to one kilogram.
02:06
So after division, we're going to get 0 .373.
02:11
We can round up this value, let's say that instead of having 0 .248 grams, we can round it up as 25.
02:21
So we can round it up like this.
02:25
If you want to give the full result, simply do not round up that quantity, and we can put the full value that we found from the calculation.
02:36
So 248 kilograms.
02:41
Next up, what we want to do is, this is the value of one troy pound into kilograms, so now we want to know it in pounds.
02:48
So for pounds, we're going to use the conversion factor 248.
02:55
We put the quantity that we want to convert and the conversion from kilograms to pounds...