Trucking and logistics specialist Con-way reported third-quarter results today after the markets closed, showing that it posted net revenues of $1.398 billion, virtually unchanged from the $1.404 billion realized in the same period in the previous year, but below the $1.413 billion Capital IQ consensus estimate.

While adjusted net income came in at $33.3 million, or $0.58 per share, well ahead of the $25.2 million, or $0.45 per share, in the same period in 2012, it was $0.04-per-share below the CapIQ estimates of $0.62 per share.

Con-way says its less-than-truckload business is essentially carrying the company at the moment, as the logistics business wobbled because of implementation of several complex new projects, which contribute to growth in net revenue while having an adverse impact on operating income at the same time.


The trucking and logistics specialist didn't provide guidance for the coming quarter or for its full-year 2013 results, but analysts anticipate that Con-way will post adjusted earnings of $0.49 per share in the third quarter and $1.99 per share for the fiscal year on revenues of $1.387 billion and $5.519 billion, respectively.

Shares of Con-way closed trading today down 1.4%, or $0.62, to $45.11.

The article Con-way Misses on Top and Bottom Line originally appeared on Fool.com.

Fool contributor Rich Duprey and The Motley Fool have no position in any of the stocks mentioned. Try any of our Foolish newsletter services free for 30 days. We Fools don't all hold the same opinions, but we all believe that considering a diverse range of insights makes us better investors. The Motley Fool has a disclosure policy.

Copyright © 1995 - 2013 The Motley Fool, LLC. All rights reserved. The Motley Fool has a disclosure policy.


Increase your money and finance knowledge from home

Asset Allocation

Learn the most important step in structuring an investment portfolio.

View Course »

Behavioral Finance

Why do investors make the decisions that they do?

View Course »

Add a Comment

*0 / 3000 Character Maximum