left hand right hand derivative explanation how to solve problems
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HELLO MATE.....☺☺☺☺
LEFT CONTINUITY>>>>
A fuction (f) is said to be left continuous at X = C if (f) is defined
in:
(c - δ , c] = {x : c - δ < x < c for some δ > 0
RIGHT CONTINUITY➡➡➡
A fuction (f) is said
to be right continuous at. X=C if (f) is defined in: [ c , c + δ) = { x : c < x < c + δ } for some δ > 0
Be Brainly.....
LEFT CONTINUITY>>>>
A fuction (f) is said to be left continuous at X = C if (f) is defined
in:
(c - δ , c] = {x : c - δ < x < c for some δ > 0
RIGHT CONTINUITY➡➡➡
A fuction (f) is said
to be right continuous at. X=C if (f) is defined in: [ c , c + δ) = { x : c < x < c + δ } for some δ > 0
Be Brainly.....
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