We want to compute the following limit 6t lim . t>0 5 V25 l 3t a) As it approaches 0, this gives an indeterminate form of the type 00/0 000 0100 000/00 OOXOO Oooo t We consider the function f dened by t) 2 fort # 0. 5x/25+3t 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 O Rationalization 0 log transformation 0 Partial fraction decomposition c) Simplify f(t) using the chosen method on b) so that your simplified function isn't an indeterminate form as t approaches 0. The simplified form of t) : E] BIB FORMATTING: In Mobius, a is written "sqrt(a)". d) Using your simplified form of t), compute the limit: 6t lim = t>0 51/25+3t a L.\