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    ​[{(1690−934)×56+815}÷17]\left[\left\{(1690-934) \times \frac{5}{6} +815 \right\} \div 17\right][{(1690−934)×65​+815}÷17]​ equals:
    Question

    [{(1690934)×56+815}÷17]\left[\left\{(1690-934) \times \frac{5}{6} +815 \right\} \div 17\right]​ equals:

    A.

    85

    B.

    27

    C.

    58

    D.

    17

    Correct option is A

    Given:

    [{(1690934)×56+815}÷17]\left[\left\{(1690-934) \times \frac{5}{6} +815 \right\} \div 17\right]​​

    Formula Used:

    [{(1690934)×56+815}÷17]\left[\left\{(1690-934) \times \frac{5}{6} +815 \right\} \div 17\right]

    Solution:

    [{(1690934)×56+815}÷17]\left[\left\{(1690-934) \times \frac{5}{6} +815 \right\} \div 17\right]​​

    [{(756)×56+815}÷17]\left[\left\{(756) \times \frac{5}{6} +815 \right\} \div 17\right]​​

    [{630+815}÷17]\left[\left\{630 +815 \right\} \div 17\right]​​

    [{1445}÷17]\left[\left\{1445 \right\} \div 17\right]​​

    =144517=85= \frac{1445}{17} = 85​​

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