to show how this gap can be vs this gap can be larger

These two phrases are not directly comparable as they convey different meanings. The first phrase focuses on demonstrating how a gap can be closed or filled, while the second phrase suggests that the gap can increase in size. Therefore, the choice between them depends on the intended message.

Last updated: March 15, 2024

to show how this gap can be

This phrase is correct and can be used to explain the process or method of closing or filling a gap.

This phrase is typically used when explaining or demonstrating the steps or actions needed to address a gap or deficiency.

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To show how this gap can be addressed it presents a case study of building strategic HR capability in a leading retailer. This case study defines strategic HR's ...
To show how this gap can be addressed it presents a case study of building strategic HR capability in a leading retailer. This case study defines strategic HR's ...
The main result of the current paper is to show how this gap can be bridged within a uni ed framework for statistical inference. In particular, we show how a family ...
In this paper we hope to show how this gap can be bridged by a multimedia learning module and to illustrate how the features of this module can help students ...

this gap can be larger

This phrase is correct and can be used to indicate that a gap or distance can increase in size.

This phrase is suitable when discussing the potential for a gap to grow or expand, emphasizing its increasing magnitude.

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However, this gap can be larger based on how much a particular window is out of square. The resulting gap between the frame and window return is filled as a ...
This gap can be larger than you might think. Inventors who work at universities or other institutions are generally required to file an invention disclosure after they ...
Jul 15, 2002 ... Moreover, this gap can be larger than that predicted for chaotic billiards on the scale of ET. To this end, we study the quasiparticle spectrum of ...
Moreover, this gap can be larger than that pre- dicted for chaotic billiards on the scale of ET . To this end, we study the quasi-particle spectrum of the ballis-.

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to show how this gap can be vs this gap can be larger