If the index rises continuously for two periods, then the market is said to have given 'bull' signal and if index falls in any one period, then the market is said to have given 'bear' signal. The total 'bull' signals for both the indices exceeds the total 'bear' signals for both the indices by

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Solution

The correct option is A 1
Bull signals in BSE = Third period to sixth period = 2
Bull signals in NSE = Second period to seventh period = 3
Bear signals in NSE = First and eight period = 2
Bear signals in BSE = Second and eight period = 2
$∴$ Required difference = (2+3) - (2+2) = 1

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If the index rises continuously for two periods, then the market is said to have given ‘bull’ signal. And if index falls in any one period then the market is said to have given ‘bear’ signal. The total ‘bull’ signals for both the indices exceeds the total ‘bear’ signals for both the indices by

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If the index rises continuously for two periods, then the market is said to have given 'bull' signal and if index falls in any one period, then the market is said to have given 'bear' signal. The total 'bull' signals for both the indices exceeds the total 'bear' signals for both the indices by

The correct option is A 1Bull signals in BSE = Third period to sixth period = 2 Bull signals in NSE = Second period to seventh period = 3 Bear signals in NSE = First and eight period = 2 Bear signals in BSE = Second and eight period = 2 ∴ Required difference = (2+3) - (2+2) = 1

The correct option is A 1
Bull signals in BSE = Third period to sixth period = 2
Bull signals in NSE = Second period to seventh period = 3
Bear signals in NSE = First and eight period = 2
Bear signals in BSE = Second and eight period = 2
$∴$ Required difference = (2+3) - (2+2) = 1