$$\text { Find a function } f ( x ) \text { such that } 5 + \int _ { a } ^ { x } \frac { f ( t ) } { t ^ { 2 } } d t = 12 \sqrt { x } \text { for } x 0 \text { and some number } a \text {. }$$

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$$\text { Find a function } f ( x ) \text { such that } 5 + \int _ { a } ^ { x } \frac { f ( t ) } { t ^ { 2 } } d t = 12 \sqrt { x } \text { for } x > 0 \text { and some number } a \text {. }$$

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The Answer of $$\text { Find a function } f ( x ) \text { such that } 5 + \int _ { a } ^ { x } \frac { f ( t ) } { t ^ { 2 } } d t = 12 \sqrt { x } \text { for } x > 0 \text { and some number } a \text {. }$$

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