We want to compute the following limit lim 1->0 7 - 149 + 7t a) As t approaches 0, this gives an indeterminate form of the type We consider the function f defined by f (t) - 7- V49 4 76 - fort / 0 Since we are faced with an indeterminate form, we need to simplify f (t ) before evaluating the limit. b) Select which strategy you will use to simplify f (t): O Factoring Rationalization log transformation Partial fraction decomposition c) Simplify f(#) using the chosen method on b) so th simplified function isn't an indeterminate form as t approach The simplified form of f (t) - FORMATTING: In Mobius, ,a is written "sartell d) Using your simplified form of f(), compute lim -0 7- 149 4 71