Bank Nifty Support & Resistance Levels Today — CPR, Pivot Points & Camarilla

Bank Nifty — Previous Session Summary

Close
54,686.95
Change
−222.70 (-0.41%)
Day High
55,068.50
Day Low
54,580.75
Open
54,837.20 (opened above the last close)

Last updated: 2 Nov 2026 09:30 IST · Session: 2 Nov 2026 · Data: close of 30 Oct 2026

Market Context — India VIX

India VIX
15.3 +0.18 (+1.19%)

India VIX — Today’s Range

India VIX
15.3 — Normal

India VIX measures how much near-term movement the options market is pricing into the Nifty 50. It is not a price level and not a forecast. Today’s reading of 15.3 is in the Normal range for this data set. India VIX is in its more typical historical range — neither unusually calm nor unusually anxious pricing of near-term movement. That is 0.6% below its average over the last 13 sessions in this data. This is descriptive context, not a trade recommendation.

Quick Answers

  • Bank Nifty Classic pivot for the 2 Nov 2026 session is 54,778.73. R1 is 54,976.72 and S1 is 54,488.97 (as of close of 30 Oct 2026).
What is the Bank Nifty pivot level today?
The Classic pivot is 54,778.73 for the 2 Nov 2026 session. It comes from the previous session. That session’s High was 55,068.50. Its Low was 54,580.75. Its Close was 54,686.95.
What are the Bank Nifty support and resistance levels today?
On the Classic method the first resistance R1 is 54,976.72 and the first support S1 is 54,488.97. R2 is 55,266.48 and S2 is 54,290.98 for the 2 Nov 2026 session.
What is the Bank Nifty CPR width for this session?
TC is 54,824.63. BC is 54,732.84. So the width is 91.78 — 0.17% of the pivot. On this page a width below 0.15% is written as narrow and above 0.50% as wide.
How did Bank Nifty close in the previous session?
Bank Nifty closed at 54,686.95. That is a change of −222.70 points (-0.41%) from the session before it.

Central Pivot Range (CPR)

Bank Nifty CPR — 2 Nov 2026
Top Central (TC) 54,824.63
Pivot 54,778.73
Bottom Central (BC) 54,732.84
Width 91.78 (0.17% of index)

The CPR width is in its ordinary range for this session. In the last session, the pivot, its top and its bottom sat an ordinary distance apart.

The width is about 0.17% of the index level. A small number means a narrow CPR; a large number means a wide one.

Classic Pivot Levels

Bank Nifty pivot levels
R3 55,464.47
R2 55,266.48
R1 54,976.72
Pivot (PP) 54,778.73
S1 54,488.97
S2 54,290.98
S3 54,001.22

Camarilla Levels

Bank Nifty camarilla levels
H4 54,955.21
H3 54,821.08
H2 54,776.37
H1 54,731.66
L1 54,642.24
L2 54,597.53
L3 54,552.82
L4 54,418.69

Previous Session and Weekly Range

Bank Nifty — previous session and week
Previous Day High 55,068.50
Previous Day Low 54,580.75
Weekly High (5 sessions) 55,068.50
Weekly Low (5 sessions) 53,626.15

What CPR and Pivot Levels Are

Pivot levels are fixed numbers derived from the high, low and close of the last trading session. No one’s opinion enters them; they are arithmetic. The Central Pivot Range (CPR) is one form of that same arithmetic. It computes the pivot along with one level above it and one below it.

These numbers are recomputed for every trading day, because their basis is the last session’s data. They are not investment advice of any kind — they are a measurement that changes every day.

Frequently Asked Questions

How is the Bank Nifty CPR calculated?

Pivot = (last day High + Low + Close) ÷ 3, BC = (High + Low) ÷ 2, and TC = (2 × Pivot) − BC. For 2 Nov 2026, on Bank Nifty: Pivot is 54,778.73. TC is 54,824.63. BC is 54,732.84.

Do the Bank Nifty pivot levels change every day?

Yes. Each day’s levels rest on the High, Low and Close of the whole last trading session. So the numbers get recomputed for every new session. The figures on this page come from the close of 30 Oct 2026.

What is the difference between Classic pivots and Camarilla?

Both are built from the same raw material: the last day’s High, Low and Close. But the formula differs. Classic pivots use R1 through R3, and S1 through S3, around the pivot point. Camarilla uses H1 through H4, and L1 through L4, around the close. They are two different computations, neither better nor worse than the other.

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