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Besides several varieties of canned tomato sauce, the Hunt's brand appears on tomato paste, diced, whole, stewed, pureed and crushed tomatoes, organic and No Salt Added tomato products, spaghetti sauce, ketchup, barbecue sauce, canned potatoes, canned peaches and Hunt's Family Favorites line of canned recipe helpers.
It was developed in 1934 by Rutgers University's New Jersey Agricultural Experiment Station and the Campbell Soup Company's Riverton, New Jersey research facility. [3] [4] [5] A hugely flavorful tomato that also was more resistant to rot than its predecessors, the Rutgers tomato became a staple ingredient of not only Campbell’s Soup, but other large companies including Hunt's and Heinz.
Manwich, a portmanteau of man and sandwich, is the brand name of a canned sloppy joe sauce produced by ConAgra Foods and Hunt's, [1] introduced in 1969. The can contains seasoned tomato sauce that is added to ground beef cooked in a skillet. It is marketed as a quick and easy one-pan meal for the whole family.
Ro-Tel (stylized as Ro★Tel) is the brand name of a line of canned tomatoes and green chili. There are different varieties of Ro-Tel in varying degrees of hotness and spiciness. The brand was acquired by ConAgra Foods in 2000 from International Home Foods.
Hunts Point Cooperative Market in 2008. The Hunts Point Cooperative Market is a 24/7 wholesale food market located on 60 acres (24 ha) in the Hunts Point neighborhood of the Bronx, New York City. The largest food distribution center of its kind in the world, it earns annual revenues of over $2 billion. [1]
Tomato gravy is distinct from the term as used by Italian Americans when referring to a type of tomato sauce particularly where tomatoes were a staple food. [22] The cooked tomatoes, some fat (usually cured pork fat) and flour are cooked together until thick, and seasoned with salt and pepper. Onions or bell peppers may be added as well.
Waffle House, Inc. is an American restaurant chain with over 2000 locations in 25 states in the United States. [4] The bulk of the locations are in the Midwest and the South, where the chain is a regional cultural icon. [5]
An alternative statement is: given n coupons, how many coupons do you expect you need to draw with replacement before having drawn each coupon at least once? The mathematical analysis of the problem reveals that the expected number of trials needed grows as Θ ( n log ( n ) ) {\displaystyle \Theta (n\log(n))} .