Explain the Error in the Following$$\log _ { 6 } 8 - \log _ { 6 } \mathrm {~N} = \log _ { 6 } \left( 8 - \mathrm { N } ^ { 2 } \right.$$

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The Answer of Explain the Error in the Following$$\log _ { 6 } 8 - \log _ { 6 } \mathrm {~N} = \log _ { 6 } \left( 8 - \mathrm { N } ^ { 2 } \right.$$

Explain the Error in the Following $\log _ { 6 } 8 - \log _ { 6 } \mathrm {~N} = \log _ { 6 } \left( 8 - \mathrm { N } ^ { 2 } \right.$

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Explain the Error in the Following log⁡68−log⁡6 N=log⁡6(8−N2\log _ { 6 } 8 - \log _ { 6 } \mathrm {~N} = \log _ { 6 } \left( 8 - \mathrm { N } ^ { 2 } \right.log6​8−log6​ N=log6​(8−N2

Definitions:

Explain the Error in the Following $\log _ { 6 } 8 - \log _ { 6 } \mathrm {~N} = \log _ { 6 } \left( 8 - \mathrm { N } ^ { 2 } \right.$