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3 perfect scores.

Q: From 11 positive integer scores on a 10-point quiz the mean is 8 the median is 8 and the mode is 7 Find the maximum number of perfect scores possible on this test?

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An integer is any whole number. For example, 4, 16, -8 are all integers. There is no decimal part. Obviously, there is no "maximum number" as these numbers continue up to infinity.

minimum is '0' and maximum cannot be defined

If x is the unknown or variable in an equation it can have many possible maximum or minimum values

It is pi/2 + 2*k*pi radians for integer k.

Let the sum of series a1,.., an = A. Since ai >0. Then the maximum possible product of a1,..,an is = (A/n)n. This result basically comes the relation between the arithmetic mean and geometric mean of n positive numbers. A/n >= (a1...an)(1/n). The equality case of the above relation gives the maximum product (by raising the power by n on both sides).

Related questions

An unsigned integer cannot be negative. It has a maximum positive value twice that of a signed integer. Max signed: 128 Max signed: 256 I could be off by one there, though.

A maximum cash stack is 2,147,483,647 gp. It only goes to this because it is the largest positive value of a signed integer on a 32 bit operating system. See the related links for a Wikipedia article for more information on it.

Maximum possible vacuum is -0.1 Mpa

An integer is any whole number. For example, 4, 16, -8 are all integers. There is no decimal part. Obviously, there is no "maximum number" as these numbers continue up to infinity.

minimum is '0' and maximum cannot be defined

Four billion, 4294967296, is the maximum integer that can be stored into a 32 bit integer variable.

That varies from each programming language. As a matter of fact, many languages do not put a limit on the maximum size of a variable. It will handle any string, integer, resource, pointer, or other type size, as long as it fits into the memory of the machine running the process.

It is pi/2 + 2*k*pi radians for integer k.

If x is the unknown or variable in an equation it can have many possible maximum or minimum values

The smallest value is -32,768 and the maximum is 32,767

-- At the maximum positive latitude, you would be at the north pole. -- At the maximum negative latitude, you would be at the south pole.

Let the sum of series a1,.., an = A. Since ai >0. Then the maximum possible product of a1,..,an is = (A/n)n. This result basically comes the relation between the arithmetic mean and geometric mean of n positive numbers. A/n >= (a1...an)(1/n). The equality case of the above relation gives the maximum product (by raising the power by n on both sides).