What will be its population count in 5 hours

Reference no: EM13189620

A certain strain of virus grows in numbers at the rate of 50% per hour. If it's present population is 343,000 what will be its population count in 5 hours?

Reference no: EM13189620

Questions Cloud

Formulate a linear program : Bamm Mining Company is currently extracting rock from two mines. Once it is taken from the ground and loaded on a truck, it is sent to one of two plants for processing.

What was the number of equivalent units of production : If Department H had 600 units, 60% completed, in process at the beginning of the period, 8,000 units were completed during the period, and 500 units were 30% completed at the end of the period,

Write the total cost c as a function of the number : A company produces very unusual CD's for which the variable cost is $12 per CD and the fixed costs are $25,000. They will sell the CD's for $98 each. Let x be the number of CD's produced.

Find the probability that the first card is e : Each of the letters in the word MENDOCINA is written on a card, and the cards are mixed thoroughly. You draw one card and replace it. You draw a second card. find the probability that the first card is E and the second card is N.

What will be its population count in 5 hours : A certain strain of virus grows in numbers at the rate of 50% per hour. If it's present population is 343,000 what will be its population count in 5 hours?

What is the strongest requirement : If M m,n the space of all m by n matrices, and M j,k the space of all j by k matrices, are assumed to be isomorphic, what is the strongest requirement that can be inferred about the values of m,n,j, and k?

Draw the class diagram for your modi ed system : Explain what is wrong. Modify the system so that it conforms to the pattern. Explain each of the changes you made to the system. Draw the class diagram for your modi ed system.

Describe the kernel of the linear transformation : Describe the kernel of the linear transformation T:P1to r defined by T(p)= definite integral from 0 to 1 p(x)dx where P1 is the set of continuous linear function on [0,1], and R is the set of real numbers.

The number of equivalent units of production : All materials are added at the beginning of the process. Direct labor was $32,450 and factory overhead was $18,710.

User Account

All Pages