Bengal Gram(Gram)(Whole) Price in Bidar on 09 Jul 2026
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Bengal Gram(Gram)(Whole) Prices in Bidar Markets on 09 July 20265 markets
| Market | Variety | Min (₹/qtl) | Modal (₹/qtl) | Max (₹/qtl) | Reported | Chart |
|---|---|---|---|---|---|---|
| Aurad | Average (Whole) | ₹6,026 | ₹6,026 | ₹6,026 | ||
| Basava Kalayana | Average (Whole) | ₹5,100 | ₹5,700 | ₹5,800 | ||
| Bhalki | Average (Whole) | ₹5,156 | ₹5,694 | ₹5,800 | ||
| Bidar | Average (Whole) | ₹6,926 | ₹6,977 | ₹7,011 | ||
| Bidar | Jawari/Local | ₹5,522 | ₹5,989 | ₹6,119 |
Mandi Market Prices — Karnataka
Daily APMC wholesale rates by district and market, updated hourly from AgMarkNet.
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Source: Agricultural Produce Market Committee (APMC) daily market reports · View source →. Updated: hourly as markets report · last on · Report an error
Frequently Asked Questions
What was the Bengal Gram(Gram)(Whole) price in Bidar on 09 July 2026?
On 09 July 2026, Bengal Gram(Gram)(Whole) traded between ₹5,100 and ₹7,011 per quintal across 5 markets in Bidar district, with an average modal price of ₹6,077.
Which mandi in Bidar had the best Bengal Gram(Gram)(Whole) price on 09 July 2026?
Bidar had the highest modal price at ₹6,977 per quintal on 09 July 2026. Bhalki had the lowest at ₹5,694.
How many mandis in Bidar reported Bengal Gram(Gram)(Whole) prices on 09 July 2026?
5 markets in Bidar district reported Bengal Gram(Gram)(Whole) prices on 09 July 2026 via APMC daily market reports.
How can I track commodity price alerts?
Download the NaPanta app from Google Play. You can save your crops and district to receive daily mandi price summaries and alerts when prices rise or fall significantly.
How do Bengal Gram(Gram)(Whole) prices vary across districts in Karnataka?
Prices vary based on local supply, transport costs, and proximity to consumption centres. Select other districts from the breadcrumb to compare.
What does the modal price mean for this date?
The modal price is the price at which the largest volume of this commodity was auctioned on this date. It is the most representative market price for that day — not influenced by a few unusually high or low lots.