question archive 1) Suppose you deposit into a savings account one cent on January 1, two cents on January 2, four cents on January 03, and so on, doubling the amount of your deposit each day (assume that you use an electronic bank that is open every day of the year)
1) Suppose you deposit into a savings account one cent on January 1, two cents on January 2, four cents on January 03, and so on, doubling the amount of your deposit each day (assume that you use an electronic bank that is open every day of the year)
Subject:MathPrice: Bought3
1) Suppose you deposit into a savings account one cent on January 1, two cents on January 2, four cents on January 03, and so on, doubling the amount of your deposit each day (assume that you use an electronic bank that is open every day of the year).
What is the first day that your deposit will exceed $1000 ?
2-Suppose a colony of bacteria starts with 100 cells and triples in size every 12hours.
a. Find a function that models the population growth of this colony of bacteria with time t in hours.
b. Approximately how many cells will be in the colony after 30 hours?
Round your answer to the nearest integer.
There will be approximately ---------cells after 30hours.
3- Find all numbers t such that (t,−3/11)is a point on the unit circle.
Enter the exact, simplified answers in increasing order.
4-What is the angle between the hour hand and the minute hand on a clock at 4
o'clock?Give the absolute value of the angle between 0? and 180?
