Answer:
Step-by-step explanation:
The multiplicative inverse of a number n is
The product of the number and its multiplicative inverse = 1
n × = 1
Thus the multiplicative inverse of is
=
Multiplication can be done in any order so move the 2 to the beginning of the parenthesis so you can get 2 (6n + 7). Then use the Distributive Property.
2 * 6n + 2 * 7. Simplify to 12n +14.
Answer:
She realised $12 from selling 8 bags of caramel corn
Step-by-step explanation:
Given
(8, 12)
Required
Determine what it means based on the available information
A function is always written as (x,y)
Where x is dependent on y
By comparison,
x = bags of caramel corn = 8
y = amount realised = 12
Assuming the currency is in dollars
Conclusively,
She realised $12 from selling 8 bags of caramel corn.
Alright, lets get started.
Please refer the diagram I have attached. (The diogonal path is shown with orange color)
There is a rectangular lawn having the dimensions 61 feet and 48 feet.
When the path extends diagonally between two opposite corners of the lawn, it makes the diagonal of the rectangle.
For finding the diagonal, we could use Pythagorean theorem.
Taking square root on both sides
Hence the length of the path is 77.6 feet. : Answer
Hope it will help :)
Answer:
Now if we increase the radius by a factor of 2 the new volume would be:
And we can find the increase factor for the volume like this:
Then if we increase the radius by 2 the volume increase by a factor of 4
If we reduce the radius by a factor of 2 then we will have that the volume would be reduced by a factor of 4.
On the figure attached we have an illustration for the cases analyzed we see that when we increase the radius the volume increase and in the other case decrease.
Step-by-step explanation:
For this case we have the following info given:
and we can find the initial volume:
And replacing we got:
Now if we increase the radius by a factor of 2 the new volume would be:
And we can find the increase factor for the volume like this:
Then if we increase the radius by 2 the volume increase by a factor of 4
If we reduce the radius by a factor of 2 then we will have that the volume would be reduced by a factor of 4.
On the figure attached we have an illustration for the cases analyzed we see that when we increase the radius the volume increase and in the other case decrease.