To find out how many people get up before 9 am, calculate two thirds of 150. This is done by multiplying 150 by 2/3, which equals 100. Therefore, 100 people in the survey get up before 9 am.
Two-thirds of 150 is calculated by multiplying 150 by ( \frac{2}{3} ). This equals ( 150 \times \frac{2}{3} = 100 ). Therefore, two-thirds of 150 is 100.
0.6667
(150/3)*2=100
Multiply them: 2/3*225 = 150
2/3 % = 2/300 = 1/150
Two-thirds of 150 is calculated by multiplying 150 by ( \frac{2}{3} ). This equals ( 150 \times \frac{2}{3} = 100 ). Therefore, two-thirds of 150 is 100.
100 2/3 of 150 = 2/3 x 150 = (2 x 150)/3 = 300/3 = 100
To find the expected number of correct answers in a survey of 500 people, we first determine the proportion of correct answers from the initial survey: 25 out of 150, which is ( \frac{25}{150} = \frac{1}{6} ) or approximately 0.167. Applying this proportion to the new survey size of 500, we calculate ( 500 \times \frac{1}{6} ), which equals approximately 83.33. Therefore, we can expect around 83 people to answer the question correctly in the larger survey.
150 100 divided by two thirds = 100 multiplied by three halves 100 x 3 = 300 300 / 2 = 150
Two thirds
150 * 2/3 = 300/3 = 100
0.6667
It is 150 degrees.
2/3 of 150 = 1002/3 of 150 = 1002/3 of 150 = 1002/3 of 150 = 100
three-quarters of 3-down
Multiply them: 2/3*225 = 150
(150/3)*2=100