Sentence examples for vast deal from inspiring English sources
At the end of November SunPower, which makes particularly efficient solar cells, announced that a subsidiary of NRG Energy, a New Jersey power company, would finance a 250MW Californian project that SunPower had been working on for a few years, a vast deal by the standards of the industry.This all adds up to a bright future for cheap solar energy.
Boswell reported that: After dinner he and I walked to the top of Prieshwell, a very high rocky hill, from whence there is a view of Barra, the Long Island, Bernera, the Loch of Dunvegan, part of Rum, part of Rasay, and a vast deal of the Isle of Skye.
It also ushered in a period of unprecedented deregulation, vast deal-making and high-octane growth on Wall Street.
Chairman Lincoln's provisions have the enormous value of getting the vast dealing and trading operations in derivatives out of the shadowy off-balance sheet world where they are now posted by the large bank and investment bank dealers.
Of the studies that have been made, the vast majority deal not with the critical thinking skills of Asian learners but with their dispositions and attitudes towards using them.
The savage cuts at the state and local levels would already make any new federal stimulus (unless of vast New Deal proportions) ineffective.
The government has rebutted accusations that a vast free trade deal being negotiated between the EU and the US will act as a cover to privatise the NHS while also watering down food standards and banking regulations.
She said he remained refreshingly down to earth despite the vast endorsement deals he's signed over the past year, adding that she was drawn to someone where "what you see, is what you get".
Listening to Prince Charles's advisers explaining to MPs on the public accounts committee why the Prince should pay nothing other than income tax on the Duchy of Cornwall's vast property-dealing and farming operations provokes just that kind of why-him fury, the outrage of gut instinct.
Since then, there has been a vast literature dealing with the improvement of such a result.
It asserts that, if M is a bounded, closed, and convex subset of a Banach space X and A, B are two mappings from M into X such that A is compact and B is a contraction, (A(M +B(M subseteq M), then (A+B) has at least one fixed point in M. Since then, there has been a vast literature dealing with the improvements of such a result.
