Sentence examples for imported m from inspiring English sources

Exact(2)

The sweetener is cane sugar, not corn syrup, making them taste a tad less sweet, as a comparison of domestic and imported M & M's showed.

The adaptation consists of cases being partitioned into local (L) and imported (M) cases and these are tracked in the data so that the new imported cases are not considered to be locally acquired infections and hence are not attributed to infection from previous local cases.

Similar(58)

In a page of downward-flowing Chinese characters mounted as a hanging scroll on imported Ming silk here, he copies one of his own poems, "A Serendipitous Composition While Drifting Through Life".

Turrets 2, 3, and 5 were built with imported 6 m Bausch & Lomb rangefinders.

Further, t represents year, i represents the region of final HWP consumption (east, central, or west Japan), l represents produced from domestic forests, imported, and m represents wooden construction, non-wooden construction.

Since imports (M) are subtracted in the formula, if M gets bigger, GDP must get smaller, right?

These products are exchanged for imports M, which are substitutes for consumption of domestic output from the modern sector.

Inputs Final demand (incl gross exports) Totals Domestic outputs Z f x Imports M 0 m Value added v ′ 0 v Totals x ′ f  .

As shown in Fig. 2, the constructed IO table excludes foreign imports (m) in the endogenous sector and the final demand sector by subtracting them from the column direction in a lump sum.

Imports M k i of country i, for i = 1, 2, 3 at time k, depend on past income (only on last year's value) and on marginal tendency to consume, modeled with m 12, m 21 and m 13 the multiplier parameter, where 0 < m 12, m 21, m 13 < 1 M k 1 = m 12 T k - 1 1, M k 2 = m 21 T k - 1 2, M k 3 = m 13 T k - 1 3. (6).

Our foreign trade model for three countries is based on the following assumptions: National income T k i of the country i, for i = 1, 2, 3 at time k, equals consumption outlays C k i plus investment I k i plus exports X k i minus imports M k i. T k 1 = C k 1 + I k 1 + X k 1 - M k 1, T k 2 = C k 2 + I k 2 + X k 2 - M k 2, T k 3 = C k 3 + I k 3 + X k 3 - M k 3. (1).

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