Years ago, home depot had an annual dividend of $0.90. if you owned 4,000 shares of home depot, how much did you receive annuall
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The question requires one to indicate the correct terms for the reactant from left to right.
<h3>What is a reactant?</h3>A reactant is a material that enters and changes during a chemical reaction.
1. Reactant A (Gains/Loses) and electron to become product B
To produce B, reactant A loses one electron. The loss of one electron from an atom causes the atom to be oxidized.
Reactant A gives an electron to NAD+ and is transformed to B+ in the given reaction there is an increase in the positive charge. As a result, reactant A is oxidized to produce B+.
2. NAD+ becomes reduced in the process of the reaction.
NAD+ receives the electron given to it by reactant A and is reduced to NADH. As a result, the positive charge of NAD+ decreases.
3. NADH is more reduced than NAD+
NAD+ receives an electron and becomes NADH. As a result, NADH is decreased more than NAD+
4. NAD+ is in the more oxidized state compared to NADH
NAD+ has a surplus of positive charge as opposed to NADH. NAD+ must receive one electron in order to produce NADH. As a result, as opposed to NADH, NAD+ is more oxidized.
5. Reactant A is the electron donor in this reaction.
Reactant A loses one electron, resulting in positively charged B+. This electron is taken up by NAD+, which reduces to NADH. As a result, the electron donor is reactant A.
6. Reactant A is the reducing agent in this reaction.
A reducing agent is a molecule that can transfer electrons.
Such a molecule has the potential to decrease another molecule while also becoming oxidized. Reactant A is the reducing agent in the given reaction, donating an electron to NAD+.
Following the electron transfer, reactant A is oxidized to product B+, and NAD+ is reduced to NADH.
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The graphical solution procedure generally means you graph the constraint inequalities to identify the feasible solution region, then locate the objective function curve so as to maximize its value. When the objective function is a linear function, maximizing it generally means locating it at the vertex of the feasible region that makes it farthest from the origin.
The solution is
... (A, B) = (100, 50)
