First, we are going to identify what information we have and what is unknown:
Chile's area=291,930
Mexico's area=761,606
Unknown= How much larger Mexico is than Chile.
Next we will write an equation showing Mexico's area minus Chile's area:
761606-291930
Then we will solve and get a difference of:
469,676
Now you know the exact number, so now we need to round to the nearest thousand to find a rounded answer.
761606 rounds to 762,000
291930 rounds to 292,000
762,000-292,000=470,000
470,000 is close to 469,676.
Therefore, Mexico is about 470,000 square miles larger than Chile.
Answer:
Step-by-step explanation:
Your answer
Meal is 22$
10% tax, tax with price = 24.2$
She gave on tip = 4.84$
Total price = 29.04$
Mark it as Brainlist answer. Follow me.
Answer:
C, sin(x), -1
Step-by-step explanation:
right on Edge
split up the equation using the sine sum equation
Answer:
The mean and standard deviation of the corrected pH measurements are 6.63 and 3.8025 respectively.
Step-by-step explanation:
We can correct the values of the mean and standard deviation using the properties of the mean and the variance.
To the original value X we have to add 0.2 and multiply then by 1.3 to calculate the new and corrected value Y:

The mean and standard deviation of the original value X are 4.9 and 1.5 respectively.
Then, we can apply the properties of the mean as:

For the standard deviation, we apply the properties of variance:

The properties that have been applied are:

Answer:

Step-by-step explanation:
Given the function:

To find:
Domain of the function.
Solution:
First of all, let us learn about definition of domain of a function.
Domain of a function is the valid input values that can be provided to the function for which output is defined.
OR
Domain of a function
are the values of
for which the output
is a valid value.
i.e. The function does not tend to
or does not have
form.
So, we will check for the values of
for which
is not defined.
For value to tend to
, denominator will be 0.

So, the domain can not have x = 2
Any other value of x does not have any undefined value for the function
.
Hence, the answer is:
[2 is not included in the domain].