The recent schools question and answer inquired students to express what they think is the most important important concern for a student to do to be able to become success. Of the many replies, the one which that stood out was practice. Successful persons aren’t born successful; they become successful with hard work and persistence. If you want to achieve your goals, keep this in mind! as follows some question and answer examples that you could simply work with to enriches your knowledge and gain insight that will help you to continue your school studies.
HELP!!!!!!!!!Which geometric series converges?
The first series does not converge. As the sequence continues, the numbers will continue to get larger and larger, going above 1 whole. Adding numbers like this together does not approach a numeric limit, but instead approaches infinity.
The second series does converge. As the sequence continues, the numerator will stay 1 and the denominator will continue to increase. This means the overall fraction gets smaller and smaller, approaching 0. Thus the sum will approach a finite number.
The third series does not converge. As the exponents get larger and larger, the answers will swing to larger positives and larger negatives each time. As the sum goes on, the absolute value of it will get larger and the sign will switch.
The fourth series does not converge. As 2 gets raised to a higher and higher exponent, the product of it and 1/5 will be a larger and larger number. It will approach infinity, not a finite number.
From the answer and question examples above, hopefully, they can help the student sort out the question they had been looking for and take note of the whole thing stated in the answer above. Then could make some sharing in a group discussion and also learning with the classmate in reference to the topic, so another student also will have some enlightenment and still keeps up the school learning.