KEY TAKEAWAYS
- India’s GDP growth decelerated sharply to 4.4% YoY in Q3 FY23 from 6.3% YoY in Q2, performing weaker than market expectations which were closer to 5%.
- The downward slide in headline growth was primarily due to waning of favorable statistical base effect, the contraction in the manufacturing and the export sectors along with the lack of strength in domestic consumption demand.
- Sequentially, we note that the GDP expanded by a robust 3.5% QoQ, better than the pre pandemic average (over a 5-year period) of 2.1% QoQ observed in Q3.
- Services activity continues to outperform industrial activity and the run-rate for investment growth remains healthy, supported by capex-oriented government spending.
- However, challenges for economic growth are expected to intensify in H2 FY23 and FY24 on the back of waning pent-up demand, persistence of tightness in global financial conditions, sluggish global demand, elevated geopolitical uncertainty and increasing interest rates.
- As such, we maintain our GDP growth forecast of 7.0% in FY23 and 6.0% in FY24.
|
India’s GDP growth decelerated sharply to 4.4% YoY in
Q3 FY23 from 6.3% YoY in Q2 FY23, performing weaker than market expectations (Refinitiv
consensus: 4.7%). The downward slide in headline growth
was primarily due to waning of favorable statistical base effect, contraction
in manufacturing, decline in exports due to the global slowdown along with the
lack of strength in rural consumption demand.
Nevertheless, sequentially, GDP expanded by a healthy
3.5% QoQ, better than the pre pandemic average (over a 5-year period) of 2.1%
QoQ observed in Q3. This sequential expansion is in sync with the signals
derived from most high frequency indicators in Q3 FY23, such as PMI
manufacturing and services, generation of e-way bills, tractor sales among
others.
Key highlights
- Private
consumption expanded by 7.3% QoQ, somewhat softer than the pre pandemic
seasonal average (over a 5-year period) of 8.3% observed in Q3. Along with the
impact from an adverse statistical base effect, the annualized growth in
private consumption decelerated at a fast clip to 2.1%YoY. While performance of
proxy indicators during the festive season indicated an improving consumer
sentiment, they appear to have been offset by financial tightening and subdued
recovery in rural consumption on account of elevated farm input inflation, weak
wage growth, and erratic rainfall, to name a few.
- Government
consumption contracted for the second consecutive quarter by 0.8% YoY in Q3
FY23 from a sharper contraction of 4.1% YoY in Q2 FY23. This reflects slower
but gradually improving pace of disbursal of revenue expenditure by states.
- Although
import of goods continued to outpace that of exports, the net export ratio improved
to 2.4% of GDP in Q3 FY23 from 4.4% in Q2 FY23. This is on account of relatively
faster pace of moderation in demand for merchandise imports during Q3 amidst strong
performance by services exports.
- On the
supply side, annualized growth in headline GVA moderated to 4.6% YoY in Q3 FY23
from 5.5% in Q2. Agriculture and allied sector posted a strong expansion of 3.7%
YoY compared to 2.4% in Q2. despite the
anticipated drag from lower kharif output due to erratic rainfall. It is likely
that upside non-farm activities could have provided an offsetting impact during
Q2.
- Industry
GVA returned to positive territory of 2.4% YoY in Q3 FY23 from a contraction of
0.4% YoY in Q2 FY23. Expansion was driven by Mining, Utilities, and
Construction sector. The only weakling was manufacturing growth which remained
in contraction for the second consecutive month. Uneven rainfall, high input cost
inflation, weakness in merchandise exports, subdued rural demand, etc. seems to
have weighed on manufacturing.
- In the
case of services, growth moderated to 6.2% YoY in Q3 FY23 compared to 9.4% in
Q2 FY23. The moderation appears broad-based.
Outlook
The pace of economic activity in Q3
FY23 has fared rather well despite the headwinds although the 4.4% YoY print
doesn’t reflect that resilience adequately due to the upward revisions in the
base GDP figures of previous years. In fact, had it not been for revisions in
past data, GDP growth for Q3 FY23 would have come at 5.1%. Also, the improvement
in sequential activity is commendable despite heightened geopolitical
uncertainty, tightening of financial conditions, and persistence of supply
chain disruptions in certain commodities.
Having said so, challenges for
economic growth are expected to intensify in FY24.
- The
impact of moderation in global trade volume growth to 2.4% in 2023 from 5.4% in
2022 (IMF estimates) is likely to have an impact of India’s exports. Growth of
merchandise goods, driven by manufacturing goods, is already on a downtrend
over the last 3-4 months, although strength in services exports, estimated at a
record high of USD 16.5 bn in Jan-23, offer comfort.
- In its
latest update to the World Economic Outlook report, the IMF does call for
balance of risks being titled on the downside amidst still simmering
Ukraine-Russia war, possibility of adverse health outcomes in China and tighter
financial conditions globally.
- Among
other factors influencing growth, pace of private capex recovery could remain
somewhat sluggish and uneven amidst global uncertainties. Urban consumption,
which is still performing relatively better, may show fatigue as pent-up demand
wanes and transmission of cumulative past rate hikes by the banks is completed.
- Predictions
of a heat wave in March ahead of the Rabi harvest and expectations of a
below-normal monsoon this year due to El Nino heatwave can be a potential risk
factor.
Having said so, an anticipated
recovery in rural demand and continued support from Government capex are to be
seen as growth anchors for the coming fiscal. Given the uncertainty on the
global front and the impact of increased interest rates, however, we continue
to anticipate GDP growth to moderate to 6.0% in FY24 from 7.0% (NSO’s estimate)
in FY23.
Says Suman Chowdhury, Chief
Analytical Officer, Acuité Ratings & Research “Overall, the Q3 GDP print has been largely in line
with the trend that we have observed in our proprietary Acuite Macro
Economic Performance (AMEP) index which has held on to the same levels
since Nov-22 (after the festive activity). While there is a lack of momentum in
rural demand and a weakness in exports, it is partly offset by the steady
demand for goods and services in the urban economy. With some support from the
base factor, this will help the economy to notch up a print close to 7% in
FY23. Going ahead into next fiscal however, the factors that will play an
important role are the impact of higher interest rates on urban demand, the
stability of the monsoon and the absence of the base factor; we have kept our
GDP growth forecast for FY24 at 6.0% for now without factoring in any
additional risks from monsoon and external factors.”
Table 1: India’s GVA
and GDP: Sectoral break-up
![](data:image/png;base64,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)
Chart 1: India’s GVA
and GDP: Sectoral break-up
![](data:image/png;base64,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)
*PFCE – Private Final Consumption
Expenditure reflecting domestic demand
*GFCF – Gross Fixed Capital Formation reflecting
investment demand