Answer:
As noted in the comments, we need to find out which of those functions return a value of 14 when x is equal to 3.
No one of these functions gives ups a value of 3, but if we use them in combination, we can say that f(g(3)) gives us an end value of 14.
It may be that other combinations will give you the same result, but that is the most obvious one.
Step-by-step explanation:
Let's test each one:
None of these give a return value of 14 when x equals 3. Perhaps though, we can combine them to get the desired result?
Let's try f(g(3)):
we can't see half your picture, could you get a bigger one please?
lol have fun on this ....
Factorization involves breaking down an expression.
- The factorized expression of is
- The other factor of is
- The factorized expression of x^3 - 1 is
The sum of cubes is given as:
<u>(a) Verify the formula</u>
Expand the expression on the right-hand side
Collect like terms
The formula has been verified
<u>(b) Factorized 8x^3+ 27</u>
We have:
Express 27 as 3^3
Express 8 as 2^3
Rewrite as:
Given that:
The expression becomes
<u>(c)The other factor of 2^3 - b^3</u>
By difference of cubes, we have:
So, the equation becomes
This gives
Hence, the other factor of is
<u>(c) Factor x^3 - 1</u>
We have:
Express 1 as 1^3 in x^3 - 1
becomes
Read more about factorization at:
brainly.com/question/43919
GCF of 2j and 2k is 2 x 8 = 16