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The additive inverse of x ia y such that: x + y = 0 0.42 + y = 0 y = -0.42 The multiplicative inverse of x is y such that xy = 1 -1.6 * y = 1 y = -1/1.6
I‘m doing a project on Food Additives, and I‘m confused regarding milk and water. Milk is used in its various processed forms such as milk powder, milk essence, low-sodium milk, lactose free milk, etc., and water is also now available as flavored water, sparkling water, etc., which can be used in various recipes. (Any recipes using flavored water??) So are milk and water food additives or not? What are the various other forms by which milk and water can be used for food processing?
In their natural state, they are not additives. I usually think of additives as chemical or unnatural ingredients such as MSG.
can some one help me its for a science project list both and make a balence
This Site Might Help You. RE: what are the pros and cons of food additives? can some one help me its for a science project list both and make a balence
What is the additive inverse of the fraction, 6/7?
-6/7. You can find the additive inverse, or opposite, by multiplying by -1 (changing its sign). Hope this helps.
Brother I would like to get some antifreeze that big brother know how to provide point clue ratio Thank you pull
Ethylene glycol 940.15%. Borax 3%. Sodium silicate 1%. Potassium nitrate 0.25%. Sodium nitrite 0.15% Trinitrophenol
Sugar ingredients, sugar in the process of adding any additives in the process? What is the composition of sugar and the composition of the composition of sugar? What is the composition of sugar, sugar in the process of adding any additives? Sugar ingredients and sugar What's the difference?
There are sulfur ingredients, and lime, with bleaching agent treatment, the sugar less
the question was .Find the product (x+10) and its additive inverse.(:
The additive inverse of x is -x The additive inverse of (x +10) is -(x +10) -x -10 The product. (x +10)(-x -10) -x^2 -10x -10x -100 -x^2 -20x -100
proof of additive inverse, -(-a)a. By using a+(-a)0?
By the additive identity, -(-a) 0 + -(-a) By substitution, -(-a) [ a + (-a)] + -(-a) Apply the associative property to get, -(-a) a + [(-a) + -(-a)] But by the given theorem, -(-a) a + [0] So finally, by the additive identity, -(-a) a