---
title: "Lok Sabha Election 2019 Schedule"  
description: "Lok Sabha Elections 2019 is going to be contested in total 7 different phases from April 11 to May 19, 2019."  
author: "UTKARSHA SINGHROUL"  
published: 2019-03-14  
canonical: https://yourviews.mindstick.com/view/358/lok-sabha-election-2019-schedule  
category: "politics"  
tags: ["politics", "2019 lok sabha elections"]  
reading_time: 4 minutes  

---

# Lok Sabha Election 2019 Schedule

The 2019 Lok Sabha Election dates have been finalized recently by the [Election Commission](https://answers.mindstick.com/qa/39586/name-the-new-chief-election-commissioner-of-india-who-will-replace-shri-achal-kumar-joti) at Vigyan Bhawan in [New Delhi](https://answers.mindstick.com/qa/34726/what-is-the-theme-of-the-7th-edition-of-the-youth-festival-2018-in-new-delhi) in 7 different phases. These seven phases will be arranged in the period from April 11, 2019, to May 19, 2019. The results of the 17 Lok Sabha Election will be declared on May 23, 2019. Simultaneously, Andhra Pradesh, Arunachal Pradesh, Odisha, and Sikkim will be having their [Legislative Assembly](https://answers.mindstick.com/qa/39332/b-g-banakar-who-passed-away-recently-was-the-former-speaker-of-which-legislative-assembly) Elections as well, during this period.

Over Ten Lakh voting booths will be used in this [Lok Sabha polls](https://yourviews.mindstick.com/view/354/countdown-begins-lok-sabha-elections-2019), as compared to 9 lakhs in the previous polls. Voters can even see the candidate’s photograph and can choose NOTA as well. More than 8,000 candidates will fight for 543 seats and total 1,841 [political parties](https://yourviews.mindstick.com/story/4542/5-political-parties-in-india) are recognized by the Election Commission for 2019 Lok Sabha Elections.

![Lok Sabha Election 2019 Schedule](data:image/jpeg;base64,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)**\**

## Lok Sabha Election 2019: Phase-wise Schedule

1. **Phase 1 (April 11)** \
2.
3. **1.** Andhra Pradesh: 25 seats
4. **2.** Arunachal Pradesh: 2 seats
5. **3.** Assam: 5 seats
6. **4.** Bihar: 4 seats
7. **5.** Chhattisgarh: 1 seat
8. **6.** [Jammu and Kashmir](https://yourviews.mindstick.com/view/86751/10-places-to-visit-in-jammu-and-kashmir): 2 seats
9. **7.** Maharashtra: 7 seats
10. **8.** Manipur: 1 seat
11. **9.** Meghalaya: 2 seats
12. **10.** Mizoram: 1 seat
13. **11.** Nagaland: 1 seat
14. **12.** Odisha: 4 seats
15. **13.** Sikkim: 1 seat
16. **14.** Telangana: 17 seats
17. **15.** Tripura: 1 seat
18. **16.** Uttar Pradesh: 10 seats
19. **17.** Uttarakhand: 5 seats
20. **18.** West Bengal: 2 seats
21. **19.** [Andaman and Nicobar Islands](https://answers.mindstick.com/qa/36901/which-is-the-ideal-time-to-visit-andaman-and-nicobar-islands-and-also-which-is-the-worst-time): 1 seat
22. **20.** Lakshadweep: 1 seat

1. **Phase 2 (April 18)**
2.
3. **1.** Assam: 5 seats
4. **2.** Bihar: 5 seats
5. **3.** Chhattisgarh: 3 seats
6. **4.** Jammu and Kashmir: 2 seats
7. **5.** Karnataka: 14 seats
8. **6.** Maharashtra: 10 seats
9. **7.** Manipur: 1 seat
10. **8.** Odisha: 5 seats
11. **9.** Tamil Nadu: 39 seats
12. **10.** Tripura: 1 seat
13. **11.** Uttar Pradesh: 8 seats
14. **12.** West Bengal: 3 seats
15. **13.** Puducherry: 1 seat

1. **Phase 3 (April 23)**
2.
3. **1.** Assam: 4 seats
4. **2.** Bihar: 5 seats
5. **3.** Chhattisgarh: 7 seats
6. **4.** Gujarat: 26 seats
7. **5.** Goa: 2 seats
8. **6.** Jammu and Kashmir: 1 seat
9. **7.** Karnataka: 14 seats
10. **8.** Kerala: 20 seats
11. **9.** Maharashtra: 14 seats
12. **10.** Odisha: 6 seats
13. **11.** Uttar Pradesh: 10 seats
14. **12.** West Bengal: 5 seats
15. **13.** Dadra and Nagar Haveli: 1 seat
16. **14.** Daman and Diu: 1 seat

1. **Phase 4 (April 29)**
2.
3. **1.** Bihar: 5 seats
4. **2.** Jammu and Kashmir: 1 seat
5. **3.** Jharkhand: 3 seats
6. **4.** Madhya Pradesh: 6 seats
7. **5.** Maharashtra: 17 seats
8. **6.** Odisha: 6 seats
9. **7.** Rajasthan: 13 seats
10. **8.** Uttar Pradesh: 13 seats
11. **9.** West Bengal: 8 seats

1. **Phase 5 (May 6)**
2.
3. **1.** Bihar: 5 seats
4. **2.** Jammu and Kashmir: 2 seats
5. **3.** Jharkhand: 4 seats
6. **4.** Madhya Pradesh: 7 seats
7. **5.** Rajasthan: 12 seats
8. **6.** Uttar Pradesh: 14 seats
9. **7.** West Bengal: 7 seats

- **Phase 6 (May 12)**
-
- **1.** Bihar: 8 seats
- **2.** Haryana: 10 seats
- **3.** Jharkhand: 4 seats
- **4.** Madhya Pradesh: 8 seats
- **5.** Uttar Pradesh: 14 seats
- **6.** West Bengal: 8 seats
- **7.** Delhi: 7 seats

1. **Phase 7 (May 19)**
2.
3. **1.** Bihar: 8 seats
4. **2.** Jharkhand: 3 seats
5. **3.** Madhya Pradesh: 8 seats
6. **4.** Punjab: 13 seats
7. **5.** West Bengal: 9 seats
8. **6.** Chandigarh: 1 seat
9. **7.** Uttar Pradesh: 13 seats
10. **8.** Himachal Pradesh: 4 seats

The arch-rivals [BSP (Bhartiya Samajwadi Party)](https://yourviews.mindstick.com/view/304/parties-alliancing-against-bjp) and SP (Samajwadi Party) have come together with consensus over contesting the elections together. Both the parties are in alliance. So the real competition will only be in the triangular form, which involves three parties i.e. [Congress Party](https://answers.mindstick.com/qa/45172/where-did-the-congress-working-committee-first-accept-the-idea-of-the-quit-india-movement), Bhartiya Janata Party (BJP) and [Alliance Party](https://yourviews.mindstick.com/view/304/parties-alliancing-against-bjp) of BSP and SP.

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Original Source: https://yourviews.mindstick.com/view/358/lok-sabha-election-2019-schedule

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