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Nightly margin requirement on one short AAPL 200 put, May 1 to June 13, 2025

Answered against 22 years of US equities and 12 years of US options data and published with the query that produced it. This result is stored as of 2026-09-18, from How Much Money Do You Need to Trade Options?.

as of series 31×5read in context →
Nightly margin requirement on one short AAPL 200 put, May 1 to June 13, 2025 — 31 rows by 5 columns, computed from US exchange, SIP and OPRA data.
session_dateday_labelstock_closemargin_required_usdstock_vs_strike_pct
2025-05-01May 1205.2540992.6
2025-05-02May 2205.0442322.5
2025-05-05May 5198.64892-0.7
2025-05-06May 6201.1548430.6
2025-05-07May 7196.454964-1.8
2025-05-08May 8197.514910-1.2
2025-05-09May 9198.524835-0.7
2025-05-12May 12210.1535065.1
2025-05-13May 13212.1532926.1
2025-05-14May 14211.9733336
2025-05-15May 15211.0134145.5
2025-05-16May 16207.9336374
2025-05-19May 19208.936084.4
2025-05-20May 20206.6238453.3
2025-05-21May 21201.8544350.9
2025-05-22May 22201.544850.8
2025-05-23May 23195.854867-2.1
2025-05-27May 27200.445630.2
2025-05-28May 28207.4139773.7
2025-05-29May 291994565-0.5
2025-05-30May 30200.2945010.1
2025-06-02Jun 2201.6842930.8
2025-06-03Jun 3202.9641381.5
2025-06-04Jun 4201.8641800.9
2025-06-05Jun 5200.843710.4
2025-06-06Jun 6204.4739062.2
2025-06-09Jun 9201.7541900.9
2025-06-10Jun 10202.939981.4
2025-06-11Jun 11198.764369-0.6
2025-06-12Jun 12198.584308-0.7
2025-06-13Jun 13196.44403-1.8
Rows × columns
31 × 5
Period covered
to
Computed
Completeness
No missing values
Source
US exchange, SIP and OPRA market data
Licence
Strasmore terms · free, no signup
Formats
JSON · CSV · the SQL below

What each column holds

Column definitions for Nightly margin requirement on one short AAPL 200 put, May 1 to June 13, 2025, derived from the stored result.
ColumnTypeRangeNotes
session_date date 2025-05-01 to 2025-06-13
day_label text 31 distinct values (Jun 10, Jun 11, Jun 12…)
stock_close text 31 distinct values (195.85, 196.4, 196.45…)
margin_required_usd number 3,292 to 4,964 US dollars
stock_vs_strike_pct number -2.1 to 6.1 percent

Computed from Strasmore's warehouse of US exchange, SIP and OPRA market data. Equity prices are delayed; options greeks and implied volatility are end-of-day. This result is stored, not recomputed on load — it is exactly the numbers that were returned on , and the query below is what returned them.

Run it yourself

This is the exact query behind the result above. Change a ticker, a date or a column and run it against the warehouse — no account, no key. The no-signup tier is smaller than the one this page was computed on; a query that reaches past it comes back saying which plan runs it.

SELECT
    toString(toDate(date))                                                                   AS session_date,
    concat(formatDateTime(toDate(date), '%b'), ' ', toString(toDayOfMonth(toDate(date))))    AS day_label,
    toString(round(toFloat64(max(underlying_close)), 2))                                     AS stock_close,
    toUInt32(round(greatest(
        0.20 * toFloat64(max(underlying_close))
          - greatest(toFloat64(max(underlying_close)) - 200.0, 0.0)
          + toFloat64(max(option_close)),
        0.10 * 200.0 + toFloat64(max(option_close))
    ) * 100))                                                                                AS margin_required_usd,
    round((toFloat64(max(underlying_close)) / 200.0 - 1) * 100, 1)                          AS stock_vs_strike_pct
FROM global_markets.options_greeks
WHERE underlying_symbol = 'AAPL'
  AND toDate(expiration_date) = '2025-06-20'
  AND lower(toString(option_type)) IN ('p', 'put')
  AND toFloat64(strike_price) = 200
  AND toDate(date) BETWEEN '2025-05-01' AND '2025-06-13'
  AND iv_converged = 1
  AND volume > 0
GROUP BY toDate(date)
ORDER BY session_date
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