Guntur
The real estate market in Tenali is defined by its steady entry-level pricing for apartments, which currently average ₹3,100 per sq ft. While this segment has seen a shift of -9.03% recently, the broader Guntur landscape presents a wide spectrum of valuation, ranging from affordable pockets to premium hubs like Vidhya Nagar. Prospective buyers should note the growth in emerging areas like Gorantla, which continues to attract attention with consistent price appreciation.
As of June 2026, the average asking price in Tenali is ₹3,100 per sq ft. This rate has remained stable with a 0% change, indicating a period of price consistency in the local residential apartment market.
Property prices in Tenali are generally more accessible compared to surrounding areas in Guntur. For instance, the average asking price in Vidhya Nagar is ₹6,800 per sq ft, while Gorantla stands at ₹4,100 per sq ft and Mahatma Gandhi Inner Ring Road at ₹5,100 per sq ft, as of June 2026. These variations reflect the different premium levels and infrastructure development across these specific neighbourhoods.
Apartment prices in Tenali have seen a depreciation of 9.03% when comparing recent valuation periods to the previous cycle, resulting in an average price of ₹3,100 per sq ft as of June 2026. This adjustment suggests a market correction or a shift in supply-demand dynamics that buyers may find advantageous for entry-level investments.
The average asking price in Gorantla is ₹4,100 per sq ft as of June 2026. This reflects an appreciation of 3.45% compared to the previous assessment period, signaling growing demand or improved desirability for residential apartments in this specific part of the Guntur region.
The 0% change in the average asking price in Tenali as of June 2026 suggests a stable market environment where supply and demand are currently balanced. For prospective buyers, this stability provides a predictable pricing landscape, allowing for more confident long-term financial planning without the immediate pressure of rapid market volatility.
