3: Exponential and Logarithmic Functions hework: Solving with and without Logarithms If you deposit \( \$ 6500 \) into an account paying \( 8 \% \) annual interest compounded monthly, how much money will be in the account after 7 years?

A small company is creating a new product to sell to buyers. They have estimated that it will cost them \( \$ 11 \) to produce each item and they will have start-up costs of \( \$ 147000 \). This leads to the following expression, which gives the total cost, in dollars, to produce \( q \) of these new products: \( 11 q+147000 \) Use this expression to predict how much it will cost them to produce 2300 items. Answer: It will cost them sign or any commas in your answer or it will be marked incorrect.) Question Help: Video Submit Question

What percent of the regular price is the sale price? Enter the percent in the table.

8. Considere la situación de inventarios en la cual las existencias se reponen de manera unifor- me (en lugar de instantáneamente) a una tasa \( a \). El consumo ocurre a la tasa constante \( D \). Ya que el consumo también ocurre durante el periodo de reposición, es necesario que \( a>D \). El costo de preparación es \( K \) por pedido, y el costo de retención es \( h \) por unidad, por unidad de tiempo. Si \( y \) es el tamaño del pedido y no se permite que haya escasez, demuestre que (a) El nivel máximo del inventario es \( y\left(1-\frac{D}{a}\right) \). (b) El costo total por unidad de tiempo dado \( y \) es TCU(y) \( =\frac{K D}{y}+\frac{h}{2}\left(1-\frac{D}{a}\right) y \) WWW.FreeLibrOS.COM (c) La cantidad de pedido económica es (d) Demuestre que la EOQ en la situación de reposición instantánea puede derivarse de la fórmula en (c)

Monica deposits \( \$ 400 \) into a savings account that pays a simple interest rate of \( 3.9 \% \). Paul deposits \( \$ 500 \) into a savings account that pays a simple interest rate of \( 3.8 \% \). Monica says that she will earn more interest in 1 year because her interest rate is higher. Is she correct? Justify your response.

4.6.PS-10 A new bank customer with \( \$ 5,000 \) wants to open a money market account. The bank is olfering a simple interest rate of \( 1.3 \% \). a. How much interest will the customer earn in 10 years? b. What will the account balance be after 10 years?