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Earn +20 ptsQ: Mmm plus nnn plus ppp equals qqq what is the answer?
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What three places did WC Handy excelled?
band leader, composer, musical publisher
Can the product of two positive numbers be less than either number?
The smallest positive number is 1. Since every positive number multiplied by 1 is the number itself as a product, then the product is neither less than 1 nor less that positive number. We can say the same for all the products of all other positive numbers. However, we can prove it: Let n, m > 0. Let suppose that nm < n or nm < m. So, nm < n divide by m to both sides; n < n/m is not true nm < m divide by n to both sides; m < m/n is not true Thus, the product of two positive numbers is always bigger than its factors.
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