Find the next term of the pattern 111-3- 333-9- 555-15- 777-21-999-27666-18None of the above888-24

The correct option is A 999/27As we observe, in the pattern, nbsp; numerator is increasing by 222 and denominator is increasing by 6. So, the next term is (7 ...

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Standard VI

Mathematics

Matchstick Patterns

Find the next...

Question

Find the next term of the pattern 111/3, 333/9, 555/15, 777/21.

888/24

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999/27

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666/18

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None of the above

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Solution

The correct option is B 999/27
As we observe, in the pattern, numerator is increasing by 222 and denominator is increasing by 6.
So, the next term is (777+222)/(21+6) = 999/27

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Similar questions

Q. (888 + 777 + 555) = (111 × ?)
(a) 120
(b) 280
(c) 20
(d) 140

Q. Find the sum of the following series:
(i) 5 + 55 + 555 + ... to n terms;
(ii) 7 + 77 + 777 + ... to n terms;
(iii) 9 + 99 + 999 + ... to n terms;
(iv) 0.5 + 0.55 + 0.555 + ... to n terms.
(v) 0.6 + 0.66 + 0.666 + .... to n terms

Q. Find the next term of the pattern 111/3, 333/9, 555/15, 777/21.

Q. write the next three steps of pattern

\begin{matrix} 111 \div 3 = 37 222 \div 6 = 37 333 \div 9 = 37 \end{matrix}

Fill the blanks so that the statement becomes true

$888 + 777 + 555 = 111 \times______$

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Find the next term of the pattern 111/3, 333/9, 555/15, 777/21.

The correct option is B 999/27As we observe, in the pattern, numerator is increasing by 222 and denominator is increasing by 6. So, the next term is (777+222)/(21+6) = 999/27

The correct option is B 999/27
As we observe, in the pattern, numerator is increasing by 222 and denominator is increasing by 6.
So, the next term is (777+222)/(21+6) = 999/27