Those units are unrelated, and uncompatible - can't be converted. Grams / hour has units of mass / time. Joules or megajoules is a unit of energy.
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∙ 14y ago1 pound = 453.59237 grams 1 hour = 3600 seconds so for x lbs/h, you have (453.59237*x/3600)≈0.126*x grams/sec
14 grams per micron
Divide km per hour by 1.609
Meters per hour x 0.000621 = miles per hour.
Divide by 10000.
In relation to fuel consumption How do you convert from grams per kilowatt hour to litres per hour
To convert 12.6 grams per second to ounces per hour: Calculate the number of grams per hour: 12.6 grams/second * 3600 seconds/hour = 45360 grams/hour Convert grams to ounces: 45360 grams/hour * 0.03527396 ounces/gram ≈ 1597.14 ounces/hour.
1 pound = 453.59237 grams 1 hour = 3600 seconds so for x lbs/h, you have (453.59237*x/3600)≈0.126*x grams/sec
To convert grams per kWh to liters per hour, you need to know the density of the substance you are working with. Once you have the density, you can use the formula: liters per hour = (grams per kWh * 1000) / (density in grams per liter). This will give you the conversion from energy units to volume units.
Multiply grams per liter by 0.001 to get grams per milliliter.
To convert grams per milliliter to grams per deciliter, we need to multiply by 10. Therefore, 0.8 grams per milliliter is equal to 8 grams per deciliter.
To convert grams per milliliter to grams per liter, multiply by 1000. Therefore, 1.56 grams per milliliter is equal to 1560 grams per liter.
First, convert the 'given' units to grams and hours. 1.2kg x 1000g/kg = 1200 grams There are 24 hours per day, so 5 x 24 = 120hrs Then 1200g / 120hrs = 10 grams per hour.
There are approximately 46 megajoules of energy in 1 kilogram of LPG (liquefied petroleum gas).
14 grams per micron
Divide km per hour by 1.609
To convert feet to miles, divide by 5280 (1 mile = 5280 feet). To convert hours to miles per hour, divide distance in miles by time in hours. Thus, to convert 30000 feet to miles per hour, first convert feet to miles (30000/5280), then divide by the number of hours to get miles per hour.