Volume = l*b*h
1. Ans 24 unit cubes
Because it had 6 unit cubes as length, 2 unit cunes as breadth and 2 unit cubes as height.
2. Volume = l*b*h
= 30*15*4
=1800 cubic feet
I would love to help you but I'm not at home rn basically, divide the price by amount. ex: ($)price/amount(fl oz) . do it for both store and round to thousandths and the one with the less price is the best deal. so... I apparently have some time to solve this for you, so let me begin :) just to give you an idea, I'll solve the grocery one for you! 2/64 = 0.03125 = $0.0313 per Fl Oz. solve the next one with the equation and compare to see which is lower. Explaining part, stating that the one has lower price will do.
Answer:
F(x) = -
Step-by-step explanation:
A square root can only have a positive input for the domain
(The domain is the input for the function)
The cube root can be either negative or positive as an input
F(x) = -
can have inputs from negative infinity to infinity
Answer:
where is the shapes?
Step-by-step explanation:
gimmie the shapes and I'll answer
<u>Given</u>:
A population numbers 15,000 organisms initially and grows by 19.7 % each year.
Let P represents the population.
Let t be the number of years of growth.
An exponential model for the population can be written in the form of 
We need to determine the exponential model for the population.
<u>Exponential model:</u>
An exponential model for the population is given by

where a is the initial value and
and b is the rate of change.
From the given, the value of a is given by

Also, the value of b is given by

Thus, substituting the values of a and b in the exponential model, we get;

Thus, the exponential model for the given population is 