One serving. If it's me, I'm addicted to candy corn so the bag/box wouldn't make it to anyone else. Hi, my name is....
This link references Jelly Belly candy corn in particular.
What the Hell ever happened to Cracker Jacks???![]()
Cracker Jacks-the dentists friend.
I divided the numbers and got that there are about 138 servings. You're welcomeamazon said:Product Description
Jelly Belly Candy Corn: 10LB Case This tri-colored confection is infamous particularly during Halloween. Give your sweet tooth some love! This American classic has been made by our family of candymakers for over 100 years. No other candy corn can match its creamy, vanilla mellocreme texture. Bundle several of your favorites to get a true confectionery experience.Jelly Belly Candy Corn: 10 LBS Case Specificationsounds per Shipment: 10 Pounds per ShipmentCandy Type: Bulk Halloween CandyPieces per Pound: 415 Pieces per PoundPieces per Shipment: 4150 Pieces per ShipmentTotal Shipping Weight: Approximately 11 Pounds
It would be awesome if you could help me out to figure this out. How many candy corn can fit into this... measurements are 11" Length 11" Width and 6" height.
Here's a link for the exact shape of the bowl. It's the smallest one. I put 6" because it's not filled up all the way.
http://www.californiacostumes.com/accessory/cauldron-4-pieces
Thank youuu!![]()
The volume of a sphere is a different formula. I think that it's 4/3pi(r)^3.My calculations bring me out to 7260 pieces in there.
Correct me if I'm wrong
H*W*L=726 in^3
guessed each candy corn is 0.1 in^3
sooo 726/0.1=7260
Perhaps for you, but my downfall, dentaly-speaking, was MacIntoshes Toffee.
Remember the block that you had to crack on the seat arm-rest at the show?![]()
The volume of a sphere is a different formula. I think that it's 4/3pi(r)^3.
Wah??? /head scratch\ I'm still old math, never got into this new-fangled math, TI's, etc. I was so happy the simple calculator came out to replace the slide rule (really dating myself here!)
The volume of a sphere is a different formula. I think that it's 4/3pi(r)^3.
So what would your guess be?![]()
I don't know what he means by length height and width, if he clarifies, I'll give my answer.
I don't know what he means by length height and width, if he clarifies, I'll give my answer.