Angle-angle-side congruence
A1 = first term = 4
a2 = second term = a1+5 = 4+5 = 0
a3 = third term a1 + 5 + 5 = a1 + 5(n-1), where n is the subscript that represents which term we're discussing.
an=4+5(n-1).
Is this correct? Let's check it and find out.
What is your prediction for a2? Here, n = 2. Then a2 = 4+5(2-1), or 4+5, or 9. That agrees with the given sequence rule.
Thus, the 250th term would be 4+5(250-1). Evaluate this, please.
The answer would be C; put your equation into a fraction (525/50) and divide. You should get 10.5 which, in a fraction, is 10 1/2
Answer:
(-2,-12) and (1,30)
Step-by-step explanation:
we know that
f(x) passes through the points (-2,-4) and (1,10)
That means
For x=-2 ----> f(-2)=-4
For x=1 ----> f(1)=10
we have
g(x)=3f(x)
so
substitute the given value of f(x) to obtain the value of the function g(x)
For x=-2 -----> g(-2)=3f(-2) ----> g(-2)=3(-4)=-12
For x=1 -----> g(1)=3f(1) ----> g(1)=3(10)=30
therefore
The two points that would lie on the graph of function g are
(-2,-12) and (1,30)
