SSAT Upper Level Quantitative (Math) › How to find the nth term of an arithmetic sequence
An arithmetic sequence begins as follows:
Which of the following is the first term greater than 100?
An arithmetic sequence begins as follows:
Which of the following is the first term greater than 100?
An arithmetic sequence begins as follows:
Which of the following terms is the first positive term in the sequence?
The first two terms of an arithmetic sequence are 1,000 and 997, in that order. What is the seventieth term?
An arithmetic sequence begins as follows:
Give the thirty-third term of this sequence.
An arithmetic sequence begins as follows:
Give the thirty-second term of this sequence.
An arithmetic sequence begins as follows:
Which of the following terms is the first negative term in the sequence?
The eleventh and thirteenth terms of an arithmetic sequence are, respectively, 11 and 14. Give its first term.
The first two terms of an arithmetic sequence are 4 and 9, in that order. Give the one-hundredth term of that sequence.
The lengths of the sides of ten squares form an arithmetic sequence. One side of the smallest square measures eight inches; one side of the second-smallest square measures one foot.
Give the area of the largest square.