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Last year, Newport Hardware ordered 3232 hammers in December, 9696 hammers in January, 288288 hammers in February, and 864864 hammers in March. What kind of sequence is this?\newlineChoices:\newline(A) arithmetic\newline(B) geometric\newline(C) both\newline(D) neither

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Q. Last year, Newport Hardware ordered 3232 hammers in December, 9696 hammers in January, 288288 hammers in February, and 864864 hammers in March. What kind of sequence is this?\newlineChoices:\newline(A) arithmetic\newline(B) geometric\newline(C) both\newline(D) neither
  1. Identify Sequence Pattern: Step 11: Identify the sequence pattern by comparing consecutive terms.\newlineTo determine the type of sequence, we need to check the ratio of consecutive terms.\newlineDecember to January: 96÷32=396 \div 32 = 3\newlineJanuary to February: 288÷96=3288 \div 96 = 3\newlineFebruary to March: 864÷288=3864 \div 288 = 3
  2. Define Sequence Type: Step extbf{22}: Define the sequence type based on the ratios found.\newlineSince each term is obtained by multiplying the previous term by 33, the sequence is a geometric sequence where the common ratio is 33.

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