What Sequence Is 3 6 9 12 The sequence is 3 6 9 12 what is the rule a Multiply the counting numbers by itself or squaring counting numbers b Every term after the first is obtained by adding 3 to the
The next three terms after 3 6 9 12 are 15 18 and 21 making the correct answer option C 15 18 21 The given sequence is 3 6 9 12 To find the next three terms we first General Rule for arithmetic sequence an a n 1 d Given 3 6 9 12 First term a 3 Common difference d a a d 6 3 d 3 Substitute above given values for a and d
What Sequence Is 3 6 9 12
What Sequence Is 3 6 9 12
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Geometric Sequence
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The AP sequence 3 6 9 12 111 We can find the number of terms in the given AP sequence by using the following formula First term a 3 Common difference d 6 3 d 3 The correct answer is Given the A P sequence is 3 6 9 12 111 a 3 d 3 an 111 The nth term of an AP is calculated using an a n 1 d Substitute the values 111 a n 1d 111 3 n
How many terms are there in the sequence 3 6 9 12 111 The given sequence is an A P with first term a 3 and common difference d 3 Let there be n terms in the given sequence Third term is 9 Nine is 3 x 3 Fourth term is 12 Twelve is 3 x 4 Looking at the sequence that way hopefully give you an intuition about how the nth term should look like For example without
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To find the value of n in the sequence 3 6 9 12 15 dots where a n 735 we first identify the pattern in the sequence The first term a is 3 and the common difference d The general formula for 3 6 12 18 30 42 66 90 is a n left frac 15 2 frac 3 2 cdot 1 n 1 right cdot 2 left lceil frac n 1 2 right rceil 6 However the sequence 3 6 9 12
The sequence of numbers presented is 3 6 9 12 Let s analyze how these numbers relate to one another Identifying the Pattern Each number in the sequence increases from the Clearly the given sequence is an A P with first term a 3 and common difference d 3 Let there be n terms in the given sequence Then
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The sequence is 3 6 9 12 what is the rule a Multiply the counting numbers by itself or squaring counting numbers b Every term after the first is obtained by adding 3 to the
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The next three terms after 3 6 9 12 are 15 18 and 21 making the correct answer option C 15 18 21 The given sequence is 3 6 9 12 To find the next three terms we first
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What Sequence Is 3 6 9 12 - The AP sequence 3 6 9 12 111 We can find the number of terms in the given AP sequence by using the following formula First term a 3 Common difference d 6 3 d 3
