IND vs SA Yesterday Match Result: 5th T20I 2025 Update

Samira Vishwas

Tezzbuzz|20-12-2025

Overview:

Varun Chakravarthy (4 wickets) and Jasprit Bumrah (2 wickets) bowled well for the host nation.

India defeated South Africa by 30 runs in the fifth T20I to clinch the series 3-1. Chasing 232 runs, the Proteas were restricted to 201/8 in 20 overs. Quinton de Kock was the only performer with the bat, amassing 65 runs off 35 balls, with the help of 9 fours and 3 sixes. Varun Chakravarthy (4 wickets) and Jasprit Bumrah (2 wickets) bowled well for the host nation. Earlier, Tilak Varma (73) and Hardik Pandya (63) took the score to 231/5 in 20 overs.

Full Scorecard – India vs South Africa 5th T20I, December 19

India 231/5 (Tilak Varma 73, Hardik Pandya 63, Corbin Bosch 2 wickets) beat South Africa 201/8 (Quinton de Kock 65, Varun Chakravarthy 4 wickets) by 30 runs.

Match Highlights & Key Moments

South Africa were 120/1 in 10.2 overs at one stage, but the dismissal of Quinton de Kock was the turning point of the match. His dismissal didn’t allow the Proteas to manage the required run-rate.

Player of the Match

Hardik Pandya was named the Player of the Match for scoring 63 runs and taking 1 wicket.

What This Result Means for the IND vs SA T20I series

India clinched the series 3-1.

FAQs – Yesterday’s India vs South Africa 5th T20I

Q1: Who won yesterday’s India vs South Africa 5th T20I?

A1: India won the match by 30 runs at the Narendra Modi Stadium in Ahmedabad.

Q2: Who was the Player of the Match?

A2: Hardik Pandya was adjudged the Player of the Match for his all-round display. He scored 63 runs and dismissed one batter.

Q3: What was the final score of yesterday’s match?

A3: India vs South Africa 5th T20I

India 231/5 (Tilak Varma 73, Hardik Pandya 63, Corbin Bosch 2 wickets)

South Africa 201/8 (Quinton de Kock 65, Varun Chakravarthy 4 wickets)

An ardent Team India, Virat Kohli, and Arsenal Fan, Mohd Asim, has been associated with Read for several years. He enjoys all the formats of the game and believes that three can coexist, considering…
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