Sentence examples for a set of sharp from inspiring English sources

The phrase "a set of sharp" is correct and usable in written English.
It can be used when referring to a collection of sharp objects, tools, or instruments, often in a context where their sharpness is relevant.
Example: "In the kitchen, it's essential to have a set of sharp knives for efficient food preparation."
Alternatives: "a collection of sharp" or "a group of sharp".

Exact(7)

Vajuvi opened its mouth with a knife, revealing a set of sharp interlocking teeth — teeth that the Indians sometimes used to scrape their flesh in purification rituals.

One of the most impressive was Rilo Kiley, a Los Angeles-based band that played a set of sharp, sprightly pop songs.

NASA keeps a set of sharp eyes on these developments through Odyssey and the Mars Reconnaissance Orbiter, and more than a dozen climate specialists who sift through the data they send back.

It efficiently mobilizes its hypothetical test case, and quickly generates a set of sharp theological and metaphysical questions about the desirability of utopia, the possibility of Heaven, and the true foundation of religion.

The measured relative cross section shows a set of sharp peaks that are identified as vibrational autodetachment resonances.

The first is represented by the selective action of the various copyists, who introduced a set of sharp changes to the Mappæ's texts of the α family along the chain from ω to α4.

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Similar(52)

A fantastic creature with a Tweety-bird head and tiny birdlike beak could be either celestial or hellish, as could a dark-skinned presence of ethereal grace who bares a set of ferociously sharp teeth.

S ̄ is a set of weak sharp minima; (b).

Then, S ̄ is a set of weak sharp minima if and only if there exists some α > 0 such that ( f * □ σ S ) ( x ) + f ̄ ≤ σ S ̄ ( x ), ∀ x ∈ α B. Proof.

A closed set S ̄ ⊆ ℝ n is said to be a set of weak sharp minima for a function f : ℝ n → ℝ relative to a closed set S ⊆ ℝ n with S ̄ ⊆ S, if there is an α > 0 such that f ( x ) ≥ f ( y ) + α dist ( x, S ̄ ), ∀ x ∈ S and y ∈ S ̄, (1.1).

What a relief, then, that he triumphed with a set of razor-sharp questions focused on the day-to-day lives of ordinary people.

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