Market watch: What does the F&O market suggest about November 11 trade?
The Nifty 50 put call ratio (PCR) closed at 0.69 compared to 0.73 in the previous trading session.
The US market on November 09, ended eight days of winning streak. The impact was visible on the Indian equity market also. Nifty ended in red for the second day in a row. At close, Nifty was down 0.15 per cent or 27 points to 18017.2.
Activity in the F&O market for the weekly expiry on November 11, 2021, shows that 18,200 will continue as a strong resistance for the next trading session. The highest call option open interest (124,931) for Nifty 50 stood at a strike price of 18,200. In terms of the highest addition of open interest in the call options front, it was at 18,000 in the last trading session. A total of 26,790 open interest was added at this strike price. The next highest call option open interest stands at 18,100 where total open interest stood at 104,229.
In terms of put activity, highest put writing was seen at strike price of 17800 (14,941 open interest added on November 10), followed by 17,750 (12171 open interest added on November 10), while there was put unwinding at strike price 17,300, followed by 17,000.
The highest total put open interest (79,410) stood at a strike price of 17,900. This is followed by a strike price of 17,800, which saw a total put option open interest of 78,874 contracts.
The following graph shows the highest change in call and put option open interest on November 10, for weekly expiry on November 11.
![](data:image/png;base64,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)
Following table shows the difference between call and put option at strike price near to max pain of 18000.
Strike Price
|
Open Interest (Call option)
|
Open Interest (Put option)
|
Diff(Put – Call)
|
17,700.00
|
6642
|
58397
|
51755
|
17,800.00
|
15634
|
78874
|
63240
|
17,900.00
|
21505
|
79410
|
57905
|
18000
|
83008
|
69845
|
-13163
|
18,100.00
|
104229
|
17809
|
-86420
|
18,200.00
|
124931
|
5129
|
-119802
|
18,300.00
|
92721
|
2415
|
-90306
|
![](data:image/png;base64,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)
*in terms of open interest