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Created with Fabric.js 1.4.5 Quadratic functions Transformatio ns Transformatio ns f(x)=x^2 Domain and Range Both are infinite because they keep going and never stopx such that x element of the reals Table End Behavior f(x) goes positive infinity as x goes positive infinityf(x) goes positive infinity as x goes negative infinity kf(x)positive integer description: gets closer to the y axisnegative integer description: gets farther away from the original quadratic function line but flipped over x axispositive fraction description: gets closer to the y axisnegative fraction description: gets farther away from the original quadratic function line but flipped over x axisf(kx)positive integer description: gets closer to the y axisnegative integer description: gets closer to the y axispositive fraction description: gets farther away from the original quadratic function linenegative fraction description: gets farther away from the original quadratic function linef(x)+kpositive integer description:add three units to the y coordinate, moves up three unitsnegative integer description:subtract three units to the y coordinate, moves down three unitspositive fraction description:add of a unit to the y coordinate, moves up 1/3 of a unitnegative fraction description:subtract of a unit to the y coordinate, ,moves down 1/3 of a unitf(x+k)positive integer description: add three units to the x coordinate, moves right three unitsnegative integer description:subtract left three units to the x coordinate, moves left three unitspositive fraction description:add of a unit to the x coordinate, moves right 1/3 of a unitnegative fraction description: subtract of a unit to the x coordinate, moves left 1/3 of a unit f(kx) kf(x) f(x)+k f(x+k)
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