Sentence examples for and growing sum of from inspiring English sources

Field said his Commons committee was seeking voters' views on whether it was "fair and affordable to divert a large and growing sum of public expenditure toward pensioners – regardless of their circumstances", while mainly poor families with children were facing "year-on-year restrictions" on their income.

"While we are investing record and growing sums, distributed according to need, how that funding is used will be a key driver of future performance," he said.

They claim that Americans are ceding the high frontier to the Russians, the Chinese, and the Indians, who are all busy investing growing sums of cash in their national space programs and planning visits to the moon.

Still, the letter seemed to show that Mr. Weidmann and the traditionally conservative Bundesbank had started dissenting against the growing sums of money that the central bank had been lending to banks on ever-easier terms.

Hard-to-reform entitlements eat up a large share of the federal budget; the ageing of America will soon suck growing sums of money out of the government's coffers.

Although the main factor has been the growing sums of cash the cable operators have to fork over to NBC, ESPN and other networks for their programming, the operators themselves are demanding higher fees from consumers for the converter boxes that unscramble, record and display shows.

Amplification is how emotions in a group grow and grow bigger than the sum of their parts -- the emotion of the group-as-a-whole becomes more than that of the members additively.

The sum total isn't learning and growing so much as it is a childhood spent racing to meet impossible, impersonal ideals of achievement and success.

The continual investment of capital in a small and growing company as the company needs it, rather than investing a lump sum at the company's inception.

N r e p T o t was then distributed to the 15 tree species or species groups (N r e p i ) as follows: (5) N r e p i = N r e p T o t ⋅ S i This means that, in every period, 15 "trees" (i.e. 15 data-records) grow in and the sum of the stem numbers represented by these 15 "trees" equals N r e p T o t according to Eq. (3).

Its values grow doubly exponentially, and the sum of its reciprocals forms a series of unit fractions that converges to 1 more rapidly than any other series of unit fractions with the same number of terms.