Question: f(x)=mx+b,m>0,L=(m)/(2)+b,c=(1)/(2),epsi =k>0 The largest open interval about c for which the inequality |f(x)-L| holds is (Type expressions using k and m as the variables.)

f(x)=mx+b,m>0,L=(m)/(2)+b,c=(1)/(2),\\\\epsi =k>0

\ The largest open interval about

c

for which the inequality

|f(x)-L|

holds is (Type expressions using

k

and

m

as the variables.)\ Find the largest value of

\\\\delta >0

such that for all

x

satisfying

0

the ine

\\\\delta =

(Type an expression using

k

and

m

as the variables.)\ Search or type URL

 f(x)=mx+b,m>0,L=(m)/(2)+b,c=(1)/(2),\\\\epsi =k>0\ The largest open interval about c for which the

f(x)=mx+b,m>0,L=2m+b,c=21,=k>0 The largest open interval about c for which the inequality f(x)L0 such that for all x satisfying 0

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