Imperial Oil (IMO) - EPS (earnings per share)

Imperial Oil

IMO

#442

Rank

NZ$92.05 B

Marketcap

🇨🇦 Canada

Country

NZ$184.70

Share price

3.60%

Change (1 day)

57.89%

Change (1 year)

🛢 Oil&Gas ⚡ Energy

Categories

Imperial Oil Limited is a Canadian company active in the exploration, production and transportation of oil and natural gas.

Market cap

Revenue

Earnings

Price history

P/E ratio

P/S ratio

EPS

More
Price history P/E ratio P/S ratio P/B ratio Operating margin Stock Splits Dividends Dividend yield Shares outstanding Fails to deliver Cost to borrow Total assets Total liabilities Total debt Cash on Hand Net Assets Annual Reports Annual Reports (10-K) Sustainability Reports

EPS for Imperial Oil (IMO)

EPS in 2025 (TTM): NZ$9.61

According to Imperial Oil 's latest financial reports the company's current EPS (TTM) is NZ$9.26. In 2024 the company made an earnings per share (EPS) of NZ$10.97 an increase over its 2023 EPS that were of NZ$10.61.

EPS history for Imperial Oil from 2021 to 2025

Annual EPS

Year EPS Change

2025 (TTM) NZ$9.61 -12.36%
2024 NZ$10.97 3.38%
2023 NZ$10.61 -26.86%
2022 NZ$14.50 212.25%
2021 NZ$4.64

EPS for similar companies or competitors

Company EPS EPS differencediff. Country

Exxon Mobil
XOM
NZ$11.48 23.91% 🇺🇸 USA
Suncor Energy
SU
NZ$5.08 -45.18% 🇨🇦 Canada
Cenovus Energy
CVE
NZ$2.08 -77.58% 🇨🇦 Canada
Canadian Natural Resources
CNQ
NZ$3.77 -59.34% 🇨🇦 Canada
Lukoil
LKOH.ME
NZ$21.03 127.01% 🇷🇺 Russia

Year	EPS	Change
2025 (TTM)	NZ$9.61	-12.36%
2024	NZ$10.97	3.38%
2023	NZ$10.61	-26.86%
2022	NZ$14.50	212.25%
2021	NZ$4.64

Company	EPS	EPS differencediff.	Country
Exxon Mobil XOM	NZ$11.48	23.91%	🇺🇸 USA
Suncor Energy SU	NZ$5.08	-45.18%	🇨🇦 Canada
Cenovus Energy CVE	NZ$2.08	-77.58%	🇨🇦 Canada
Canadian Natural Resources CNQ	NZ$3.77	-59.34%	🇨🇦 Canada
Lukoil LKOH.ME	NZ$21.03	127.01%	🇷🇺 Russia

What is the market capitalization of a company?

The market capitalization sometimes referred as Marketcap, is the value of a publicly listed company.
In most cases it can be easily calculated by multiplying the share price with the amount of outstanding shares.

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