Example. Solve 6 x = 216. With calculator, using inverse relationship: x = log 6 216 = log 216 log 6 = 3. Without calculator: 6
![4.2 Logarithms. b is the base y is the exponent (can be all real numbers) b CANNOT = 1 b must always be greater than 0 X is the argument – must be > ppt download 4.2 Logarithms. b is the base y is the exponent (can be all real numbers) b CANNOT = 1 b must always be greater than 0 X is the argument – must be > ppt download](https://images.slideplayer.com/38/10791658/slides/slide_3.jpg)
4.2 Logarithms. b is the base y is the exponent (can be all real numbers) b CANNOT = 1 b must always be greater than 0 X is the argument – must be > ppt download
![Plz give ans with the steps for this ques 11 p = log6 216, q = log3 25, find - Maths - Linear Equations in Two Variables - 13616619 | Meritnation.com Plz give ans with the steps for this ques 11 p = log6 216, q = log3 25, find - Maths - Linear Equations in Two Variables - 13616619 | Meritnation.com](https://s3mn.mnimgs.com/img/shared/content_ck_images/ck_5cde5271660b9.png)
Plz give ans with the steps for this ques 11 p = log6 216, q = log3 25, find - Maths - Linear Equations in Two Variables - 13616619 | Meritnation.com
![Logarithms Let's Get It Started!!! Remember A logarithm is an exponent Every time you are working with logarithms, you can substitute the word exponent. - ppt download Logarithms Let's Get It Started!!! Remember A logarithm is an exponent Every time you are working with logarithms, you can substitute the word exponent. - ppt download](https://images.slideplayer.com/28/9301110/slides/slide_8.jpg)