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WorksheetsINTEGRALES DE POLINOMIOS
Total questions: 15
Worksheet time: 3hrs 30mins
∫(x3+5x2−2x+1)dx
4x4+35x3−x2+x+C
2x4+35x3−x2+1+C
x4+35x3−x2+1
4x4+35x3−x2+x+C
∫(2x2−2x+3)dx=
32x3−x2+3x+C
3x3−2x2+3x+C
32x3−1+3x+C
32x3−2x2+3
∫(x2−2x+3)dx=
3x3−x2+3x+C
x3−x2+3x+C
3x3−x2+3+C
x−x2+3+C
∫(5x4−3x2+2x−1)dx=
x5−x3+x2−x+C
5x5−3x3+2x2−x+C
x5−x4+x3+x2−x+C
5x5−3x3+2x2−x+C
∫(−x2+x−1)dx=
−3x3+2x2−x+C
3x3+2x2−x+C
−3x3+2x2−1+C
2x2−x−1+C
∫(3x2+2x−2)dx=
x3+x2−2x+C
3x3+2x2−2x+C
3x3+2x2−x+C
x3+x2−x+C
∫(x3−6x)dx=
4x4−3x2+C
x4−3x2+C
4x4−x2+C
3x3−3x2+C
∫(4x3−8x+7)dx=
x4−4x2+7x+C
4x4−4x2+7+C
4x3−8x2+7x+C
x3−8x2+7x+C
∫(−3x2+4)dx=
−x3+4x+C
x3+4x+C
3x3+4+C
−x3+4+C
∫(−4x11+3x8)dx=
−3x12+3x9+C
4x12+3x9+C
−4x12−3x9
−9x12+3x9+C
La derivada de y=765
y´=0
y´=1
y´=765
y´=765x
Deriva f(x)=4x2
f´(x)= 0
f´(x)= 8x
f´(x)=4x3
Deriva y=4x3+3x2−5x+4
y´=12x2+6x−5
y´=12x2+6x−5x
y´=4x2+6x−5
y=6x2
Deriva
y´=12x
y´=6x
y'=12
Deriva y=8x6+4x4−3x3+7x−1230
y´=48x5+16x3−9x2+7
y´=48x5+8x3−6x2
y´=48x5+16x3−9x2
