Schulz

Schulz ROIC

The Return on Invested Capital (ROIC) of Schulz (SHUL4.SA) as of Oct 11, 2026 is 11.73 %. In the previous year, Return on Invested Capital (ROIC) was 14.01 % — a change of -16.25% (lower).

ROIC

11.73 %

YoY

-16.25%

Last updated:

Return on Invested Capital (ROIC) of Schulz is 2024 11.73 % . Return on Invested Capital (ROIC) of Schulz was 2023 14.01 % . It decreases by -16.25% lower compared to the previous year.

The Schulz ROIC history

  • 3 Years

  • 10 Years

  • 25 Years

  • Max

ROIC
Date
ROIC
Jan 1, 2017
4.52 BRL
Jan 1, 2018
6.65 BRL
Jan 1, 2019
8.41 BRL
Jan 1, 2020
9.92 BRL
Jan 1, 2021
10.48 BRL
Jan 1, 2022
13.82 BRL
Jan 1, 2023
14.01 BRL
Jan 1, 2024
11.73 BRL
The Schulz ROIC history
YEARROICYoY
11.73 %-16.25%
14.01 %+1.42%
13.82 %+31.80%
10.48 %+5.70%
9.92 %+17.92%
8.41 %+26.47%
6.65 %+47.03%
4.52 %+17.61%
3.85 %-31.66%
5.63 %-11.25%
6.34 %—
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Schulz Stock analysis

What does Schulz do? Schulz is one of the most popular companies on Eulerpool.

Frequently Asked Questions about Schulz stock

Return on Invested Capital (ROIC) of Schulz is 11.73 % in 2024.

Return on Invested Capital (ROIC) of Schulz changed from 14.01 % to 11.73 %, representing a -16.25% change. The value is lower than the previous year.

On Eulerpool you can find the complete historical development of Return on Invested Capital (ROIC) Schulz since 2006 – with annual values, charts, and detailed analysis.

ROIC measures how effectively a company uses its invested capital to generate profits. A ROIC above the cost of capital creates shareholder value.

ROIC = NOPAT / Invested Capital

A 'good' varies by industry and company stage. On Eulerpool, you can compare Return on Invested Capital (ROIC)'s Schulz with sector peers and the industry average to assess whether it is attractive.

To evaluate Return on Invested Capital (ROIC)'s, it is essential to compare it with peers in the same industry and sector. On Eulerpool, you can find direct industry comparisons for Return on Invested Capital (ROIC).

Access this data via the Eulerpool API

Profitability — Schulz

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