Jupiter antardasha in Ketu mahadasha

The Jupiter antardasha within the Ketu mahadasha is also written Ketu–Jupiter.

Source: BPHS (Santhanam) 46.12–14, Vimshottari order from Krittika: Sun, Moon, Mars, Rahu, Jupiter, Saturn, Mercury, Ketu, Venus

In your chart

Mahadasha
Ketu
Antardasha
Jupiter
Mahadasha length
7 years
BPHS 46.15
Working
7×16/120 = 112/120 = 0.933333 years
BPHS 51.1
Duration
11 months, 6 days
Position in the mahadasha
7

How long it lasts

The Ketu mahadasha lasts 7 years. Antardasha = 7×16/120 = 112/120 = 0.933333 years, i.e. about 11 months, 6 days.

Here 1 year = 365.25 days.

The order of the antardashas

The Ketu mahadasha opens with Ketu's own antardasha (BPHS ch. 51: the first antardasha belongs to the dasha lord), then the planets follow in Vimshottari order: Ketu → Venus → Sun → Moon → Mars → Rahu → Jupiter → Saturn → Mercury. The Jupiter antardasha is the seventh in this sequence and begins 3 years, 11 months, 18 days after the mahadasha starts.

What tradition holds

Tradition links the Ketu mahadasha with turning inward, simplicity and the spiritual, and reads the Jupiter antardasha as adding a note of knowledge, guidance and dharma. Wisdom meets the spiritual, linked with inner understanding and practice. The real picture comes from the signs and houses of both planets in the chart.

In your chart

See when this period falls in your chart, and where both planets sit, in the free kundli.

Read next

Sources

  • BPHS (Santhanam) 46.12–14 · Vimshottari order from Krittika: Sun, Moon, Mars, Rahu, Jupiter, Saturn, Mercury, Ketu, Venus
  • BPHS (Santhanam) 46.15 · Dasha years 6, 10, 7, 18, 16, 19, 17, 7, 20 (OCR shows "6,lO, 7, 18, 16, 19,l'1,7 and20")
  • BPHS (Santhanam) 46.12–14, translator's note · 120 years in total
  • BPHS (Santhanam) 51.1 · Antardasha = MD years × AD years ÷ total dasha years (120)
  • BPHS (Santhanam) 51.1, notes · Worked example: Venus–Venus = 20×20/120 = 3 years 4 months
  • BPHS (Santhanam) 51.1, notes · Shortcut: MD×AD, drop the last digit as months, the last digit ×3 as days (360-day reckoning); Saturn–Mercury 17×19 = 323
  • BPHS (Santhanam) 51.2 · The first antardasha belongs to the dasha lord; the rest follow the dasha order
  • Praśna Mārga (Raman tr.) stanza 65, notes · An example of the 360-day year in a dasha context (the praśna daśā, not the natal one)

Checked against the classical texts · Last reviewed: 2026-10-14