Both the statements are false

Both the statements are true

$$(I)$$ is true but $$(II)$$ is false

$$(I)$$ is false but $$(II)$$ is true

$${C^{ - 1}}\,{A^{ - 1}}\,{B^{ - 1}}$$

$${C^{ - 1}}\,{B^{ - 1}}\,{A^{ - 1}}$$

$${A^{ - 1}}\,{B^{ - 1}}\,{C^{ - 1}}$$

$${A^{ - 1}}\,{C^{ - 1}}\,{B^{ - 1}}$$

$${1 \over 2} + {{\sqrt 3 } \over 2}\left( {x - {\Pi \over 6}} \right) - {1 \over 4}{\left( {x - {\Pi \over 6}} \right)^2} - {{\sqrt 3 } \over {12}}{\left( {x - {\Pi \over 6}} \right)^3} + - - $$

$$x - {{{x^3}} \over {3!}} + {{{x^5}} \over {5!}} - {{{x^7}} \over {7!}} + - - - - $$

$${{x - {\Pi \over 6}} \over {1!}} - {{{{\left( {x - {\Pi \over 6}} \right)}^3}} \over {3!}} + {{{{\left( {x - {\Pi \over 6}} \right)}^5}} \over {5!}} - {{{{\left( {x - {\Pi \over 6}} \right)}^7}} \over {7!}} + - - - - $$

$${1 \over 2}$$

$$1$$

$${e^{ - {a^4}}}$$

$$\infty $$

$$0$$