<span> 193 + y > 201
</span>Simplify both sides of inequality:-
<span><span>y+ 193 </span>> <span>201
</span></span>Subtract 193 from each side:-
<span><span><span>y + 193 </span>− 193 </span>> <span>201 − 193</span></span><span>
Your Answer:-
y > <span>8</span></span>
4.5/9. It is technically an improper fraction but it still counts.
Answer:
x= 2/3 -1/3y or x= -1/3y + 2/3
Step-by-step explanation:
3x + y= 2 (subtract the y to get 3x by itself)
3x= 2-y (divide both sides by 3 to get x by itself)
x= 2/3 - 1/3y
50 Dollars For The Member-Ship
2 Dollars For The Class (C)
Y=Total (unknown because you dont know how may classes)
Y=50(C)
The correct answer is A. NGNGATo find a sequence is arithmetic, we are going to find its common difference:
where
is the common difference
is the current term in the sequence
is the previous term in the sequence
To find if a sequence is geometric, we are going to find its common ratio:
where
is the common ratio
is the current term in the sequence
is the previous term in the sequence
1) 3,4,6,10,18
For
and
:
For
and
:
For
and
:
For
and
:
We can conclude that the sequence is neither arithmetic nor geometric.
2) For
and
:
For
and
:
For
and
:
For
and
:
We have a common ratio, we can conclude that the sequence is geometric.
3) For
and
:
For
and
:
For
and
:
We can conclude that the sequence is neither arithmetic nor geometric.
4) 3,15,75...
For
and
:
For
and
:
For
and
:
For
and
:
We have a common ratio, we can conclude that the sequence is geometric.
5) 5,-11,-27
For
and
:
For
and
:
We have a common difference, we can conclude that the sequence is arithmetic.