4 to the 1st is 4
4 to the 2nd is 16
4 to the 3rd is 64
<span>4 to the 4th is 256
hope that helps</span>
add 4 each time
the nth term is a_n or f(n)
the next term after that is a_{n+1} or f(n+1)
so each term is 4 more than previous
basically
a_{n+1}=4+a_n or
f(n+1)=4+f(n)
same thing
If we make s = Senior tickets,
11s+1s
to find the values of c and s,w
If we express s in terms of c on t
s=21-2c
replacing this value on the first equation, we obtain
Placing c=6 on s=21-2c, we have
Thus the senior ticket costs $9 and the child ticket cost $6
PLEASE MARK ME AS BRAINLIEST
Answer:
YES: All four conditions in BINS have been satisfied.
Step-by-step explanation:
Check out the BINS conditions:
1. Is the number of trials a positive integer? YES
2. Is the experiment binary: either PASS or FAIL? YES
3. Is the probability of success given and in the range 0<p<1? YES
4. Are the outcomes independent? YES
YES: All four conditions in BINS have been satisfied.
