(7√)^2 = _____
in simplest form.
By the Power of a Power rule, (712)2=722 .
So, 712 must equal______
in radical form.
For this case we have:
By properties of the radicals
So:
.
Now, for power properties we have:
Thus,
So:
in its radical form
Answer:
in its simplest form.
in its radical form
Answer:
in its radical form
explanation:
Answer:
$105.22
Step-by-step explanation:
Driver B had a mean race time of 3.96 seconds and a standard deviation of 0.12 seconds.
Driver C had a mean race time of 3.99 seconds and a standard deviation of 0.19 seconds.
Answer: driver a
Step-by-step explanation: because the time was 4.01
If the and are even function then is an even function, if and are odd function then the function is an odd function and if is even and is odd then the function is an even function.
Further explanation:
An even functrion satisfies the property as shown below:
An odd functrion satisfies the property as shown below:
Consider the given composite function as follows:
If both the function and are even function.
From the above calculation it is concluded that,
This implies that the composite function is an even function.
If both the function and are odd function.
From the above calculation it is concluded that,
This implies that the composite function is an odd function.
If the function is even and is odd.
From the above calculation it is concluded that,
This implies that the composite function is an even function.