Darco Water Technologies Ltd
Name:
Darco Water Technologies Ltd
Stock Code:
BLR
Head Office:
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Tel:
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Fax:
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E-mail:
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Year of establishment:
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Introduction


Darco Water Technologies Ltd is a provider of integrated engineering and knowledge-based water and waste water treatment solutions, and vacuum systems with a presence across China, Malaysia, and Singapore. It is also an Engineering, Procurement, and Construction player specializing in industrial water treatment. The company's segments include Engineering Projects Contract to design, fabricate, assemble, install and commission engineered water systems for industrial application; engineered vacuum solutions, and service concession revenue. Operation and Maintenance Services - Services and maintains water and wastewater treatment plants, water supply as well as trades and supplies of goods comprising chemicals, electrical controls, and related instruments used in water treatment systems.

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Charter capital

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Business Size and Operations

Total Assets

A10 (Bellow 100 B) A9 (100 - 200 B) A8 (200 - 400 B) A7 (400 - 600 B) A6 (600 - 800 B)
A5 (800 - 1000 B) A4 (1000 - 1500 B) A3 (1500 - 2000 B) A2 (2000 - 2500 B) A1 (Above 2500 B)

Owner’s Equity

E10 (Bellow 100 B) E9 (100 - 200 B) E8 (200 - 400 B) E7 (400 - 600 B) E6 (600 - 800 B)
E5 (800 - 1000 B) E4 (1000 - 1500 B) E3 (1500 - 2000 B) E2 (2000 - 2500 B) E1 (Above 2500 B)

Revenue

R10 (Bellow 100 B) R9 (100 - 200 B) R8 (200 - 400 B) R7 (400 - 600 B) R6 (600 - 800 B)
R5 (800 - 1000 B) R4 (1000 - 1500 B) R3 (1500 - 2000 B) R2 (2000 - 2500 B) R1 (Above 2500 B)

Number of employee

L10 (Bellow 100 Peoples) L9 (100 - 200 Peoples) L8 (200 - 400 Peoples) L7 (400 - 600 Peoples) L6 (600 - 800 Peoples)
L5 (800 - 1000 Peoples) L4 (1000 - 1500 Peoples) L3 (1500 - 2000 Peoples) L2 (2000 - 2500 Peoples) L1 (Above 2500 Peoples)

Company’s Market Position

Return on Total Assets (ROA)

Bottom 25% 25%-m m-25% Top 25%

Return on Equity (ROE)

Net Profit Margin (ROS)

Bottom 25% 25%-m m-25% Top 25%
Bosttom 25% 25%-m m-25% Top 25%
n = 0 m(ROA) = m(ROE) =
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