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Where iS the function continuous? / continuous everywhere (-591 [0,5) 7? (-5,0)(0,5) 0 (-55) Where is the function discontinuous? x=1 _z continuous everywhere .M

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Where iS the function continuous? / "\\ continuous everywhere (-591 [0,5) "7? (-5,0)(0,5) 0 (-55) Where is the function discontinuous? x=1 _z"\\ continuous everywhere .M x = _4 ' x=0 If f ( x) = 2x2 - x + 2, what is lim 2x2 - x + 2, * - 2+ lim 2x2 - x + 2 , andf (2)? x-2- Isf (x) continuous at 2? O 8, 8, 8, continuous at f (2) O 2, 2, 2, continuous at f (2) O 2, 2, 8, not continuous at f (2) O 8,8,8 not continuous at f (2) If f (x) = tan (x) , what is lim tan(x) , lim tan(x) , and f( ")? 2 Isf (x) continuous at 0 00, -00, 00, not continuous at f ( ) O - 00, OO, not defined, not continuous at f ( ") O OO, - 00, not defined, continuous at f( ") 0 00, - 00, -OO, continuous at f ( ?)What type of discontinuity does the following graph have? Y 10 8+ 6- 4- X O oscillating O infinite O jump O continuous at point Use limits to identify the type of discontinuity of the following function. f ( x ) = O oscillating at x=0 O jump at x=0 O infinite at x=0 O continuous at all pointsWhat type of discontinuity does f (x) = sin x have? jump O oscillating O infinite O continuous at all points on it's domain Identify and remove, if possible, discontinuities of f (x) = * +x-12 x-3 O discontinuity at x = 3, remove by makingf (3) = 7 O discontinuity at x = 4, remove by making f (4) = 7 discontinuity at x = 4, can not remove O discontinuity at x = 4, remove by making f (3) = 7 Identify and remove, if possible, discontinuities of f (x) = I discontinuity at x = -3, can not be removed O discontinuity at x = 3, remove by making f (3) = -1 discontinuity at x = -3 , remove by making f (-3) = 0 O discontinuity at x = 3, remove by making f (3) = 0Identify and remove, if possible, discontinuities of f ( x ) = 3x x-1 O discontinuity at x = 1, remove by making f ( 1 ) = 0 O discontinuity at X = - 1, can not be removed O discontinuity at x = 1, remove by making f ( 1 ) =-1 O discontinuity at X = - 1, remove by making f (- 1) = 0

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