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Helping you understand IB Math
Arithmetic Sequence II | IB Math Tutoring
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Helping you understand IB Math. Laws of exponents I. Finding the sum of terms in an arithmetic sequence. Sum of the first n terms. N : number of terms. Note that the above formula is given in the formula booklet. Find the sum of. Check that the terms make up an arithmetic sequence. Common difference is 2. Hence terms form an arithmetic sequence. Find the sum of. Check that the terms make up an arithmetic sequence. July 21, 2015. July 23, 2015. Geometric Sequence →. Proudly powered by WordPress.
Baby steps to understanding the unit circle | IB Math Tutoring
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Helping you understand IB Math. Laws of exponents I. Baby steps to understanding the unit circle. July 27, 2014. Site setup in progress. Proudly powered by WordPress. Theme: Isola by WordPress.com.
July | 2014 | IB Math Tutoring
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Helping you understand IB Math. Laws of exponents I. Surds are terms that contain the square root sign e.g. It is useful to know that. Is the same as. Hence the rules used in the evaluation of surds is similar to the rules of indices. Note the similarity to to. Note the similarity to. Related to rule 2 is the rationalization of surds. In order to rationalize this fraction, we need to get rid of the square root in the denominator. The way to get rid of the square root is to make use of rule 2.
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Helping you understand IB Math. Laws of exponents I. Arithmetic and Geometric Series Mindmap. Mind map of Arithmetic and Geometric Series. November 3, 2014. Proudly powered by WordPress. Theme: Isola by WordPress.com.
Site setup in progress | IB Math Tutoring
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Helping you understand IB Math. Laws of exponents I. Site setup in progress. Ivan is still in the midst of setting up the site. In the meantime you can follow IB Math Tutoring on. Twitter @ibmathtutoring and on. Pinterest: http:/ www.pinterest.com/ivanyaptutor/. July 25, 2014. Baby steps to understanding the unit circle →. Proudly powered by WordPress. Theme: Isola by WordPress.com.
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Helping you understand IB Math. Application of Geometric Sequence to questions involving Compound Interest. Example 1: Illustration of compound interest. Peter deposited $1000 with a bank. The interest rate is fixed at 5%. The interest is compounded annually. After 1 year, the amount of money in Peter’s bank account is. After 2 years, the amount of money in Peter’s bank account is. After 3 years, the amount of money in Peter’s bank account is. A more general formula is. Using a graphic calculator (Ti 84),.
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Index of / mattb/. A Mathematician's freedom from the zoo of body to transcend space: am I not still in zoo? Math is the universe's game of asymmetric domain linkages and control, glued. To the labyrinth of a clairvoyant story teller/writer w/ many words and proofs;. Opportunists of this sort are the most canonical backed-by-government. ABC - ACB - BAC - BCA - CAB - CBA wh. knot-unknot &/ for-loop. Unrelenting by tortuously re-modeling/re-scripting. Limit (aka Cauchy or completeness in some sense),.