Sentence examples for somehow exact from inspiring English sources

They include Harry's struggles with his father's leather goods business and the mob's efforts to extract protection money from him; his difficulties in coming to terms with his harrowing experiences during the war; Catherine's struggles with her career as a singer and actress; and her fears that Victor will somehow exact vengeance on her or Harry.

Imogene escaped, but it's clear when we first meet her in this self-conscious, odd little comedy that denying her Jersey roots has somehow exacted a toll.

Moreover, analytical modeling somehow provides exact and static information, which is uncertain for real-world problems.

He turned a monitor toward you and somehow your exact description was written on the screen.

Somehow, this exact mentality bled over into my writing, and since the first Typewriter Series poem, and the Daily Haiku on Love I've been writing non-stop for five years, I've always tried to make the epic seem simple, and the mundane seem monumental.

I'm talking about how every time we make an insurance claim we discover that somehow mysteriously the exact thing we're claiming for is now precisely excluded from our policy".

I'd try with him, and he would literally push me away, and this cold wash of self-disgust would come over me, this crippling rinse of sex-shame that somehow was the exact same sensation I had sitting next to you and watching 'Creature from the Black Lagoon.' " "For the record, I wasn't trying to show you a movie about a compound genital," I say.

Which is not to say that Walsh hasn't benefited from Mona: there's the acclaim, of course, which, no matter how rational he is about the museum's hype – "If a state had somehow built the exact same institution, in the same place and run it the same way, I would think they would justly receive a great deal of criticism" – is inevitably pleasing.

Reticent, exacting, somehow simultaneously doleful and sweet, he seemed very careful about how he came across, and only slightly less careful about trying to convey that he didn't care how he came across.

A classical question in the theory of functional equations is "when is it true that a mapping, which approximately satisfies a functional equation, must be somehow close to an exact solution of the equation?".

The following question posed by Ulam [1] in 1940: "When is it true that a mapping which approximately satisfies a functional equation E must be somehow close to an exact solution of E ?". Hyers [2] proved the problem for the Cauchy functional equation.