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A committee consisting of 1 girl and 2 boys is to be formed out of 5 boys and 6 girls. In how many ways can this be done?
In how many ways can 3 books be selected from 9 different books?
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Given that , find the value of n.
If find the value of r.
A class consists of eight boys and seven girls. A team of three boys and two girls is to be selected from the class. Find the number of possible teams.
A class consists of eight boys and seven girls. A team of three boys and two girls is to be selected from the class. If a particular boy and girl must be on the team, find the number of possible teams.
In calculating the mean of 8 numbers, a girl mistakenly used 17 instead of 25 as one of the numbers and obtained 20 as the mean. Find the correct mean.
If standard deviation of the numbersX1, the X2, standardX3 and X4 is 1.71, find the standard deviation of 3x 1,3x 2, 3x 3 and 3x 3.
The ages in years of five members of a club are 14, 12, 13, 11 and 15. Calculate the standard deviation of their ages.
The ages (in years) of five girls are 6, 8, 6, 5 and 10. Calculate the standard deviation of their ages.
The mean of the eight numbers 4, 6, 4, 7, x, x+1, 8 and 2 is 5. Find x.
Find the variance of the numbers 9, 3, 8, 8, 9, 8, 9 and 18.
Four groups of students, consisting of 10, 15, 18 and 22 individuals, have mean heights of 1.60, 1.57, 1.46 and 1.52 meters respectively. Calculate the mean height of all the students.
The image of a point P under a translation by the vector 221 – 9j is P'(10,10). Find the coordinates of P.
Q'(3,5) is the image of Q under a linear transformation, T-. Find the coordinates of Q.
A linear transformation T is defined by T: (x, y) (2x – y, 3x+2y). Find the image of
(2, – 4) under T.
In a translation in the plane, the image of P(5,2) is P'(7,3). Find the image of Q(-3,0) under the translation.
In a translation in the plane, the image of P(5,2) is P'(7,3). Find the image of Q(-3,0) under the translation.
The point (-1 ,- 2) is reflected in the line x=2 and then rotated anticlockwise through 2700 about the origin. Find its image.
Determine the image of the point (q, – q) under a clockwise rotation through 900 about the origin.