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There are some product C and product P with the prices of $10 each and $4 each respectively. The total number of product C and product P is 40 with the average price of $5.5. What is the number of product C?
The range of 500 measurements is 10

Quantity A

The mean(arithmetic mean)of the 500 measurements

Quantity B

The sum of 5 minimum values


Quantity A

The median of all the primes between 2 and 25, inclusive

Quantity B

The median of all the odd numbers between 2 and 25, inclusive


Among 11 numbers, the sum of the six smallest numbers is 35, while the sum of the six greatest numbers is 135. If the sum of all the 11 numbers is 127, then the median of these 11 numbers is?
5 < t < 7, 7 < s < 9
List L={1, 3, 5, 7, 9, t}
List R={1, 3, 5, 7, 9, s}

Quantity A

The median of List L

Quantity B

The median of List R


The median of 22, 24, 24, 33 equals to the median of 22, 24, 24, 33, x, what could be the possible value of x?
Indicate all such values.
R and t are positive integers If r=50-t, then what could be the greatest possible median of r, t and 28?
Which of the following might be the median of five positive integer 2, 3, 4, 5 and m?

Indicate all such values.
Three lists contain 17, 35, and 41 measurements, respectively. The median of the measurements in each of the three lists is 52.

Quantity A

The median of the 93 measurements in the three lists combined

Quantity B

52


A set has 7 numbers: 12, 15, 20, 25, 30, 30 and n. The median of the 7 number is greater than 20.

Quantity A

n

Quantity B

22



Quantity A

The median of A

Quantity B

The median of B


List A includes 371 consecutive integers.

Quantity A

The median of all the numbers in the list

Quantity B

The mean of all the numbers in the list


Quantity A: The average of all the multiples of 3 from 1 to 200,inclusive
Quantity B: The average of all the multiples of 6 from 1 to 200,inclusive
25 positive integers are all multiples of 3 from 14 to 88 (inclusive), what is the median of these 25 numbers?
What is the median of integers from 71 to 171,inclusive?
In a certain sequence with 15 positive integers, the median is 80, and the greatest number is 100.

Quantity A

The average of the list

Quantity B

50


The average and median of three positive integers is 9 and 8, respectively, what could be the least value and greatest value of the three integers?
Indicate all such values.
The 40 members of a club reported their ages to the nearest whole year. Of the 20 highest reported ages, the minimum age was 30. The other 20 reported ages had a maximum age of 29. The 20 highest reported ages had an arithmetic mean of 36, and the other 20 had a mean of 22.

Quantity A

The median of the 40 reported ages

Quantity B

The mean age of the 40 reported ages


Both the median and the mean of seven number 8, 10, 12, 12, x, y, and z (x ≤ y ≤ z) are 9. What`s the least possible value of x?

Quantity A

The median of the number

Quantity B

The mode of the number


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