Sentence examples for formula for which from inspiring English sources
That was the secret of his partnership with Dean Martin, the formula for which Lewis defined as "a handsome man and a monkey".
The plates on display in Paris are a brilliant blue, the formula for which was a secret known only to the Sèvres painters; on the borders are cameo-shaped decorations in neoclassical style on a black background.
The Voting Rights Act is designed to protect the rights of minorities to vote, and Section 4 determines the formula for which states should be covered under the law.
He is the one telling the extremists to, as he also said Saturday, "take a chill pill," the pharmacological formula for which seems to include assurances that he is not actually challenging them on key ideological points.
When "La Mer" was introduced in 1905, Debussy allowed the program notes to describe the piece as "musical Impressionism," the "formula for which is the exclusive property of its composer".
The aim was to stop racist officials from inventing new ways to stop blacks from voting.Section 4 sets out the formula for which jurisdictions are covered: any that once used a "test or device" to bar blacks (and other minorities) from voting, and had either a voter-turnout rate below 50% in the 1964 presidential election or less than 50% of its voters registered on November 1st 1964.
It was the second movie by director Sam Peckinpah, and its embittered characters and realistic gunplay began to establish the formulas for which he became famous.
Ride the High Country and Major Dundee were particularly notable for setting the formulas for which Peckinpah became famous: magnificent landscapes, embittered characters drifting in a West that has lost its code of honour, and most notably gruesome, realistically choreographed gunplay.
From this point of view, atoms are nothing but unknown or arbitrary formulas, for which the proof strategy may even not be known.
\(\overline{\sc{SAT}}\) – i.e. the complement of \(\sc{SAT}\)– consists of the set of formulas for which there does not exist a satisfying valuation – i.e. the contradictory formulas of propositional logic.
