What is the difference between Calories(upper-case "c") and calories (lower-case "c")?
106878
A Calorie (capital "C") is equal to 1000 calories (lower case "c").\nA Calorie is more correctly called a kilocalorie.\nBoth are a unit of energy, although [capital "C"] Calories are common to see on food labels in the United States.
48399
it equals to 9 calories
200809
I see that number, "3500 calories in 1 lb of fat" in several sources, but I am not sure whether that is calories or Calories.  Most people are sloppy about the distinction, so I am guessing they really mean there are 3,500,000 calories per pound of fat.\n\n1 calorie = 4.184 Joules.\n\n60 minutes in an hour, 60 seconds in a minute.
1093048
Look for the //**** for my comments\n\n\n----------------------------------------------------------------\n//Ch5Lab3.cpp - calculates and displays a food's fat \n//*****line below wasn't commented out\n//calories and fat percentage\n//Created/revised by TED KIM on JUNE FIFTENTH\n\n#include <iostream>\n//#include <cstdlib>\n \n//****using namespace std; -> saves you from having to use std:: notation\nusing namespace std;\n\n//using std::cout;\n//using std::cin;\n//using std::endl;\n\n//inserted main() instead of main90\nint main(void)\n{\nint totalCal      = 0;\nint fatGrams      = 0;\nint fatcal        = 0;\ndouble fatPercent = 0.0;\n\n//enter input data\ncout << "Enter the total calories: ";\ncin >> totalCal;\ncout << "Enter the grams of fat: ";\ncin >> fatGrams;\n\n//validate input data\nif (totalCal < 0 || fatGrams < 0){\n//**********inserted endl instead if end\ncout << "Input error" << endl;\n        }\nelse\n{\n//valid data - calculate fat calories and fat percentage\nfatcal = fatGrams * 9;\n\n//******inserted fatcal instead of fatCal\nfatPercent = double(fatcal) / double(totalCal) *100.0;\n//******inserted fatcal instead of fatCal\ncout << "Fat calories: " << fatcal << endl;\ncout << "Fat percentage : " << fatPercent << endl;\n}//end if\n\nreturn 0;\n}//end of main function\n------------------------------------------------------------------
1068400
I would go with uppercase and lowercase just because they are both compound words.  Caps is an abbreviation for capitals and if you use "small letters" you might as well use "big letters".  \n\nI totally agree that regardless of the way you call it, as long as you get your point across.  If the students understand you, they know where and when to use uppercase/lower case is what really matters.
492426
1 gram of fat contains 9 calories of energy\nthe thing is you burn calories to get it in you and to store it and such so instead of 4500 calories you might think it is actually going to be less.\n\n3500 calories per pound is the standard number used which is equivalent to 3855 calories for 500 g.\n\nso it depends on if you are talking about a human eating less or working it off to lose the weight or if you are talking about the amount of extra calories you need to eat to gain a pound (3855 or 4500).\n\nweird huh?
914394
A calorie is a unit of measurement for energy. The unit's name is French and derives from the Latin calor (heat). In most fields, it has been replaced by the joule, the SI unit of energy. However, it remains in common use for the amount of energy obtained from food. Many different definitions for the calorie emerged during the 19th and 20th centuries. They fall into two classes:\n\nThe small calorie or gram calorie approximates the energy needed to increase the temperature of 1 g of water by 1 °C. This is about 4.184 J. \nThe large calorie or kilogram calorie approximates the energy needed to increase the temperature of 1 kg of water by 1 °C. This is about 4.184 kJ, and exactly 1000 small calories.
275276
The word "kelvin" as an SI unit is correctly written with a lowercase k (unless at the beginning of a sentence), and is never preceded by the words degree or degrees, or the symbol °, unlike degrees Fahrenheit, or degrees Celsius. This is because the latter are adjectives, whereas kelvin is a noun.
836375
e. 650cal.\n\nq=mc(change in temp/ cal)\n  = 100 x 1 x 6.5 (since 31.5 - 25.0 = 6.5 deg C)\n  = 650cal.\n\nTake note of the SI unit for 'c'; it determines the necessity to convert temperature from deg C to K, or mass from g to kg.
336045
Go to google n type in calorie counter n there is a site that has the words caloriecounter---- < that is another word that i dont remember anyways n it will have a HUGE list of stuff or you can type it in n find out the calories in them.\nWe had to do sum like this for school n thats how i found out. Try it.
306178
There are some estimates of the number of calories you burn during various forms of exercise at:\nhttp://k2.kirtland.cc.mi.us/~balbachl/calorie.htm\n\nThey show the difference depending on speed and weight and gender of the bicyclist. Hope this is helpful!
964710
Apple: 1 small is about 60 cal, 1 large is about 120 cal\nBanana: 172 for a large one\n1 pickle: 7\n1 carrot: 52\n1 tomato: 7\ngrapes: 2 each
634003
i think its "C" but im not sure...could be an informal though! lol
104184
Both! You may consume less than 20g of carb a day but that's not gonna help you lose weight if you're taking in, say, 2000 kcal?
974163
None of them.  \n\nA, C, and D are grammatically incorrect.\n\nB is wrong because the pronoun is not capitalized correctly.
21856
There is not direct relationship.  I suppose if you intake too many calories, then your BMI will rise to an unsafe level.  And what do you mean by the "number of calories?"  In the universe?  In a McRib sandwich?  In me?  Haha, just kidding with you, but this question really does not make an sense.
512779
Well... break it down to formulas. 1 calorie is the energy needed to heat 1 gram of water by 1 degree celcius.\n\nSo to heat 1000 grams of water (1 liter) by 1 degree, it takes 1000 calories. Now double the water to 2 liters and it will take 2000 calories.\n\nIf you are adding heat at a rate of 1000 calories per minute, then 1 liter of water heats at 1 degree celcius per minute and 2 liters heat at a rate of 1/2 degree celcius per minute. So yes. It is linear.\n\nHOWEVER (there is always a however) there are many factors that go into this in a lab setup. Namely, a larger volume of water will have more surface area and disipate heat to the suroundings faster. Also, a larger pan (wider) will heat faster than a taller pan. Etc, etc, etc.