Скачать с ютуб solving a HARD SAT rational exponent problem the math way в хорошем качестве

solving a HARD SAT rational exponent problem the math way

How do we convert a rational exponent to its radical form? Here we have this SAT practice question and we have to convert 9^(3/4) into a radical form. This is a great but also tricky SAT problem because it tests on many rules of exponents. Remember when we have b^(m/n), it is the same as the n-th root of b^m. Want to see my SAT guessing trick? check out there    • super SAT math guessing trick   Download & try these official SAT practice tests on College Board here: 👇https://satsuite.collegeboard.org/sat... ----------------------------- If you find my channel helpful and would like to support it 💪, then you can subscribe by clicking 👉 https://bit.ly/just_algebra support me Patreon: 👉   / blackpenredpen   buy a math shirt or a hoodie: 👉 https://bit.ly/bprp_merch "Just Algebra" (by blackpenredpen) is dedicated to helping middle school, high school, and community college students who need to learn algebra. Topics include how to solve various equations (linear equations, quadratic equations, square root equations, rational equations, exponential equations, logarithmic equations, and more), factoring techniques, word problems, functions, graphs, Pythagorean Theorem, and more. We will also cover standardized test problems such as the SAT. Free feel to leave your questions in the comment! Subscribe for future videos 👉 https://bit.ly/just_algebra ----------------------------- #justalgebra