The angle between vector Q and the resultant of (2Q+2P) and (2Q - 2P) is: [05 April, 2024 (Shift-I)]

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De hoek tussen vector Q en de resultante van (2Q+2p) en (2Q-2P) is De hoek tussen vector Q en de resultante van (2Q+2p) en (2Q-2P) is
The angle between vector Q and the resultant of 2Q + 2P and 2Q − 2P is The angle between vector Q and the resultant of 2Q + 2P and 2Q − 2P is
The angle between vector Vector Q and the resultant of (2Q +2P) and (2Q-2P) is | JEE Main 2024 April The angle between vector Vector Q and the resultant of (2Q +2P) and (2Q-2P) is | JEE Main 2024 April
The angle between vector Q​ and the resultant of (2Q​ + 2P) and (2Q​ − 2P) is: The angle between vector Q​ and the resultant of (2Q​ + 2P) and (2Q​ − 2P) is:
JEE PYQ SERIES|| 2024 || The angle between vector Q and the resultant of 2Q +2P and 2Q-2P is JEE PYQ SERIES|| 2024 || The angle between vector Q and the resultant of 2Q +2P and 2Q-2P is
The angle between vector Q and the resultant of (2Q + 2P) and (2Q -2P) is: The angle between vector Q and the resultant of (2Q + 2P) and (2Q -2P) is:
#jeemain2024 The angle between vector Q and the resultant of (2Q+2P) and (2Q-2P) is #jeemain2024 The angle between vector Q and the resultant of (2Q+2P) and (2Q-2P) is
The angle between vector Q and resultant of 2Q+2P and 2Q-2P is The angle between vector Q and resultant of 2Q+2P and 2Q-2P is