Answer: push marketing strategy
Explanation:
A Push Marketing Strategy can sometimes be referred to as the push promotional strategy, and this occurs when businesses take their products to the customers.
In this strategy, different marketing techniques are used by the company to push their products to the consumers. This can be seen in the question given as Venus Inc. is utilizing different methods in order to accelerate the sale of its new product.
Answer:
B. Δk = sf(k) – (δ + n)k.
Explanation:
The Solow Growth Model, developed by Robert Solow, a Nobel Prize winning economist. It was the first neoclassical growth model which was was built upon the Keynesian Harrod-Domar model. The modern theory of economic growth is given by the Solow Model.
The equation below gives us the change in capital stock per worker with population growth at rate n;
Δk = sf(k) – (δ + n)k.
Where k: capital stock per worker in period t
s: savings rate
δ: rate of depreciation of capital
n: labor or number of workers
sf(k): savings per capita multiplied by a fraction of income saved.
Answer:
it could misslead or make there buisness fail
Explanation:
Answer:
The answer is: B) User
Explanation:
In this specific case the students can be both only final users of your products (books) or they can also be the buyers/users of the books. They are obviously going to be the product’s end-users. They will need to read and study the books for their university classes.
That doesn´t necessarily mean that they are going to buy the books. They definitely are not going to decide whether those books are appropriate and useful for the university´s courses or not. When I went to college sometimes our professor told us to buy certain books and other times textbooks were given to us.
$17,459.62
The equation for the value of an investment with periodic contributions is:
B = P(1+r)^y + c(((1+r)^y -1)/r)
where
B = Balance
P = Initial principle
r = interest rate
c = periodic contribution
y = number of years.
For this problem, the initial principle is 0, so we have a simplified equation of:
B = c(((1+r)^y -1)/r)
Let's solve for c, substitute the known values, and calculate
B = c(((1+r)^y -1)/r)
B/(((1+r)^y -1)/r) = c
1000000/(((1+0.10)^20 -1)/0.10) = c
1000000/(((1.10)^20 -1)/0.10) = c
1000000/((6.727499949 -1)/0.10) = c
1000000/(5.727499949/0.10) = c
1000000/57.27499949 = c
17459.62477 = c
So Zheng needs to contribute $17,459.62 at the end of every year.