Answer: One of what is necessary in product marketing is identifying the industry and the sector that uses this product. The company doesn't sell direct to consumers and considering the components of the tea, I would recommend a plan that targets the health industry.
Explanation:
One of what is necessary in product marketing is identifying the industry and the sector that uses this product. The company doesn't sell direct to consumers and considering the components of the tea, I would recommend a plan that targets the health industry. The tea product focuses on health with natural ingredients with antiaging and anti-carcinogens, also they are rich in vitamins. The recommended plan of targeting the health is to propose the product as medicinal or a supplement, which the health institution can recommend for her customers. One of the ways the products can be marketed to the clients to the last consumer is by mentioning the merits of taking them alongside other medication.
The strategic plan would mapping out health agencies that are in my town, draft out magazines, fliers about the product, so that anyone who comes across them can read them. After these health agencies have been visited, we track down the progress of how they are receptive to using the products and how their clients are responding to them
Answer:
The "diamond-water" paradox.
Explanation:
Adam Smith in his book <em>The wealth of nations</em> posted a question consisting the comparison between the price of diamond and water.
His idea was that why the price of diamond is so high as it has no importance in human life, and why the price of water is so low when it is highly significant for human life. One cannot die, if he doesn't have a diamond under his pillow although he will die if water is not given to him for days.
This is referred to as dual enrollment.
Answer: $31,513.65
my monthly payment (principal) would be closest to $31,514
Explanation:
Using compound interest formula below to find the principal
A = p (1 + r/n)^nt
A= amount = $34,000
r = annual nominal rate = 1.9% = 0.019
n = number of compounding ; monthly compounding means 12 interest payments in a year
P= principal
t= time in years 48months = 48/12years = 4years
34,000 = p (1 + 0.019/12)^12(4)
34,000 = p (1 + 0.00158333333)^48
34,000 = p ( 1.00158333333)^48
34,000 = 1.07889755p
Divide both sides by 1.07889755
P = $31,513.6502
≈$31,514 to nearest whole number.
Answer:
Give credit for information taken from a source.
Explanation:
