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The sum to infinity of a geometric progression is 39/2. The sum to infinity to squares of the terms of the geometric progression is 253.5. What is the sum to infinity of cubes of the terms of the geometric progression?
Arithmetic mean and Harmonic mean of two numbers are in the ratio 2 : 3. What will be the ratio of geometric mean of the numbers to sum of the numbers?
The harmonic mean and the geometric mean of two numbers are 10 and 12 respectively. What is their arithmetic mean?
The geometric mean and harmonic mean of two non negative observations are 10 and 8 respectively. Then, what is the arithmetic mean of the observation
Which two of the following measures of central tendency are NOT capable of algebraic treatment? a) Geometric Mean b) Median c) Arithmetic Mean d) Mode e) Harmonic Mean Choose the correct answer from the options given below:
If 3rd term of a geometric progression is 1/9 and common multiple is 1/3, then what is the sum of first four terms of the geometric progression?
If 3rd and 6th terms of a geometric progression are 3 and 1/9 respectively, then what is the sum of infinite terms of that geometric progression?
At which level of Van Heile's theory child can recognize geometric figures by their shape as “a whole” and compare the figures with their prototypes or everyday things but can not identify the properties of geometric figures?
Arrange the following statements. The given statements describe the process involved in engineering drawing. i) Sketch the initial idea and create a geometric model. ii) Exploring, understanding the problem and visualizing the idea. iii) Applying the changes document a detailed drawing. iv) Analyze, optimize and rectify the geometric model.
Geometric mean arithmatic mean