Question

1, 19,77 ? 933 1963
what would be at place of ?​

Answer 1

SOLUTION

TO DETERMINE

The number in the question mark

1 , 19 , 77 , ? , 933 , 1963

EVALUATION

Here the given series is

1 , 19 , 77 , ? , 933 , 1963

Now we find the pattern

$\sf{1}$

$\sf{19 = 1 + {8}^{1} + 10 }$

$\sf{77 = 19 + {7}^{2} + 9}$

$\boxed{ \sf{ \: 301 = 77 + {6}^{3} + 8 \: \: }}$

$\sf{933 =301 + {5}^{4} + 7 }$

$\sf{1963 =933 + {4}^{5} + 6}$

FINAL ANSWER

Hence the required number in the question mark = 301

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