Consider $\lim _ { x\rightarrow 5} ( 5 | x | + 5 ) = 35$ . In order for $| ( 5 | x | + 5 ) - 35 |

Question

Consider $\lim _ { x\rightarrow  5} ( 5 | x | + 5 ) = 35$ . In order for $| ( 5 | x | + 5 ) - 35 | < 0.01$ whenever $0 < | x - 6 | <\delta $  , which of the following is true for the largest ?
A)0.001
B)0.002
C)0.01
D)0.02
E)Impossible to find

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The Answer of Consider $\lim _ { x\rightarrow  5} ( 5 | x | + 5 ) = 35$ . In order for $| ( 5 | x | + 5 ) - 35 | < 0.01$ whenever $0 < | x - 6 | <\delta $  , which of the following is true for the largest ?
A)0.001
B)0.002
C)0.01
D)0.02
E)Impossible to find

Consider lim⁡x→5(5∣x∣+5)=35\lim _ { x\rightarrow 5} ( 5 | x | + 5 ) = 35limx→5​(5∣x∣+5)=35

Consider $\lim _ { x\rightarrow 5} ( 5 | x | + 5 ) = 35$