Find the common ratio of the geometric sequence -3,-24,-192,dots Answer:

Divide First Term: To find the common ratio of a geometric sequence, we divide any term by the previous term. Let's divide the second term by the first term. Calculation: (-24) / (-3) = 8 Math error check: Confirm Common Ratio: To confirm that 8 is indeed the common ratio, let's divide the third term by the second term. Calculation: (-192) / (-24) = 8 Math error check: Conclusion: Since both the second term divided by the first term and the third term divided by the second term give us the same number, 8, we can conclude that the common ratio is 8. Math error check:

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Find the common ratio of the geometric sequence
-3,-24,-192,dots
Answer:

Find the common ratio of the geometric sequence $-3,-24,-192, \ldots$ $\newline$ Answer:

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Grade 7

Write an equivalent ratio

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Q. Find the common ratio of the geometric sequence

-3,-24,-192, \ldots

\newline

Answer:

Divide First Term: To find the common ratio of a geometric sequence, we divide any term by the previous term. Let's divide the second term by the first term. $\newline$ Calculation: $(-24) / (-3) = 8$ $\newline$ Math error check:
Confirm Common Ratio: To confirm that $8$ is indeed the common ratio, let's divide the third term by the second term. $\newline$ Calculation: $(-192) / (-24) = 8$ $\newline$ Math error check:
Conclusion: Since both the second term divided by the first term and the third term divided by the second term give us the same number, $8$ , we can conclude that the common ratio is $8$ . $\newline$ Math error check: