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Q: How modeling partial products can be used to find the products of the greater number?

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how to find the partial products of a number

5630 is a single number and single numbers do not have partial products.

A single number, such as 4228, cannot have partial fractions.

Partial products cannot be used for a single number. They are a form of multiplication.

Products will be greater unless your number set includes a number less than 1.

you break the number into different problems like9x5=54and 6x10=60thenadd54and60which =144=p:d

there will be an increase in total and market supply, therefore allowing a greater choice to the consumer; that is - you will a greater range of products to choose from! :)

1.375 rounds to 1. If the partial portion of the number was .5 or greater, it would round up, but because it's less than .5, it rounds down to the nearest whole number.

Consumer demand for a certain product or good is greater than the number of products or goods that can be produced.

Consumer demand for a certain product or good is greater than the number of products or goods that can be produced.

1. Number of Substitute Products - the greater the number of substitute products, the greater is its own price elasticity of demand. 2. Price of Product Relative to consumers income - the greater the price of product relative to consumers income the greater is it Price Elasticity. 3. Nature of Goods - whether it is luxury good or necessity goods. 4. Passage of Time - the longer the time lapsed the greater Price Elasticity. Hope this answer helps... :)

0.050 is greater than 0.04. Once you have a partial number, the value does not increase by adding any zeros. Hence 0.05 has the same value as 0.050 or 0.0500 etc. There is no point adding any zeros so 0.050 is best left as 0.05

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