Step-by-step explanation:
ln((sin(x))^3)'
Chen Lu
= (((sin(x))^3)' / (sin(x))^3
Chen Lu
=(3sin²(x)cos(x)/ (sin(x))^3
= 3cos(x)/sin(x)
=3cot(x)
Answer:
The explicit equation that models the sequence is .
Step-by-step explanation:
An arithmetic sequence is a list of numbers with a definite pattern. If you take any number in the sequence then subtract it by the previous one, and the result is always the same or constant then it is an arithmetic sequence.
The constant difference in all pairs of consecutive or successive numbers in a sequence is called the common difference.
In general, this is the standard explicit formula of an arithmetic sequence whose first term is A and common difference is B:
The sequence {25, 21, 17, 13, ...} is an example of an arithmetic sequence the same number, -4, is subtracted to each term to get to the next term.
We know the first term is 25 and common difference is -4.
Applying the standard explicit formula of an arithmetic sequence we get that
.
Answer:
Manu should considered only the possible rational zeros between -6 and 1, because those are the lower and upper bonds. A lower bond means that possible rational zero is not less than -6, and the higher number possible is not more than 1. This way, Manu has a interval to try. This rational method with bonds is aimed to narrow all possible solutions.
So, if Manu find out through the synthetic division that possible roots are +1/4,+1/2,+1,+5/4,+2,+5/2,+4,+5,+10,+20, then he only should considered those inside the intervals marked by the lower and upper bonds, which are +1/4,+1/2,+1, because the rest is higher than 1.
<em>Therefore, Manu should try first +1/4,+1/2 and +1.</em>
=>1000= 50/X ..
=>Or , 50/X = 1000
=>X = 1000× 50
=>X= 50000...
Hope it helps!!!
A scale factor of 3 was used