SSAT Upper Level Quantitative › How to find the next term in an arithmetic sequence
Find the next term in the following arithmetic sequence:
The common difference for this arithmetic sequence is . To find the next term in the sequence, subtract that value from the last given value.
Find the next term in this arithmetic sequence:
The common difference for this sequence is . Subtract
from the last given term to find the next term.
Find the next term of the arithmetic sequence:
The common difference is . Add this to the last given term to find the next term.
Find the next term of the arithmetic sequence:
The common difference is . Add this to the last given term to find the next term.
Find the next term in the following arithmetic sequence:
The sequence is subtracting for each term. The next term can be found by subtracting
from
:
Find the next term of the arithmetic sequence:
The common difference is . Add this to the last given term to find the next term.
Find the next term of the arithmetic sequence:
The common difference is . Add this to the last given term to find the next term.
Find the next number in this arithmetic sequence:
The common difference for this arithmetic sequence is . Take away
from
to get the next term.
Find the next term of this arithmetic sequence:
The common difference for this sequence is . Add this to the last given term to find the next one.
What is the value of x in the sequence below?
In this sequence, each subsequent number is equal to one third of the preceding number.
One third of 11 is equal to:
Therefore, the correct answer is: