A math video on logarithms | maths | ALGEBRA these math videos are helpful for all math learners from school to bachelor's degree as well as aspirants of central and state government job. ______________________________________________________________________________________ Content -------------- 🟥Logarithms 🟥Base 🟥Exponents 🟥Common Logarithms 🟥Natural base e 🟥Number 🟥 Characteristics #high school math 🟥Mantissa Base - wholenumber | integers| rational base | irrational | pi base | natural base e | variable base Exponent - wholenumber | integers| rational base | irrational | pi base | natural base e | Variable base Product - wholenumber | integers| rational base | irrational | pi base | natural base e | Variable base ______________________________________________________________________________________ ✨ Properties of Logarithms ✨ Law of exponents ✨ Arithmetic operations addition off log values | differences of log values | quotient of LOGARITHMS | product of logarithms ✨ Algebraic methods Algebraic identities | polynomial | quadratic equation | ______________________________________________________________________________________ 🟢finding the value of product 🟢 Find the exponent 🟢 Find the base 🟢 Find the characteristic and Mantissa 🟢 Determine the value of log 🟢 Simplify the expression 🟢 Solving logarithmic equation _________________________________________________________________________________ #IMO #math Olympiad #Bank PO #SBI PO #IBPS #R.R.B #S.S.C #COMBINED PRELIMINARY EXAM #CAMPUS RECRUITMENT TEST #Hotel management #CBI #CSAT #SSB #CAT #IIFT #IGNOU #CPO #MBA #MAT #CMAT #GMAT #RBI #TET #Agriculture officer's #Section officer's #CDS #NMAT #LIC #AAO ________________________________________________ Here we have solved a problem where we have to find the product. That is we have to find the value of x. The base 10000 is given The exponent - 1 / 4 is given The product x We know that 10000 can also be written as 10 raised to 4. Then by applying law of exponents we can simplify 10000. And again by applying law of exponents we can easily find the value of x. ___________________________________________________