ANSWER

EXPLANATION
A basic sine curve has equation in the form:

Where 'a' is the amplitude.
In this case a=2 because the amplitude is 2.

For a transformed sine function, the general equation is:

where a=2 is still the amplitude

This is also a sine function with an amplitude of 2.
Others include:


e.t.c
Answer: B
Step-by-step explanation:
Answer:
Step-by-step explanation:
evolved=verb
from=preposition
british=noun if referring to a person that is British (That person is a British). adjective when referring to something from britain (british food/british person/british language)
Given that f(x)=x^2-1 and g(x)=x-4, the value of (f*g)(10) will be:
f*g=(x^2-1)(x-4)
=x^2(x-1)-1(x-4)
=x^3-x^2-x+4
=x^3-x^2-x+4
next we find (f*g)(10), we substitute the value of x in our expression.
(f*g)(10)=10^3-10^2-10+4
=894
Answer:
-1875
Step-by-step explanation:
An arithmetic sequence has a common difference as a sequence. Here the common differnece is -11.
So our sequence so far looks like,
(57,46,35,24....). We know the last term of the sequence is -207 and we need to find the nth term of that series so we use arithmetic sequence

where a1 is the inital value,
d is the common differnece and n is the nth term.
We need to find the nth term so




So the 25th term of a arithmetic sequence is last term, now we can use the sum of arithmetic sequence
which is



