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∫axf(v)dv=F(x), a≤x≤b, \int_a^xf\left(v\right)dv=F\left(x\right),\ a\le x\le b,\ ∫axf(v)dv=F(x), a≤x≤b,
F(x)
هو المشتق العكسي لـ
f.
صحيح
خطأ
ddx[F(x)]=...........,a≤x≤b\frac{d}{dx}\left[F\left(x\right)\right]=...........,a\le x\le bdxd[F(x)]=...........,a≤x≤b
∫axf(v)dv\int_a^xf\left(v\right)dv∫axf(v)dv
f(x)f\left(x\right)f(x)
F(x)F\left(x\right)F(x)
هل هذه الجملة صحيحة أم خاطئة؟
∫48−2v3dv=−1920\int_4^8-2v^3dv=-1920∫48−2v3dv=−1920
∫23v2dv=193\int_2^3v^2dv=\frac{19}{3}∫23v2dv=319
ddx[∫ah(x)f(v)dv]=..........., a≤x≤b\frac{d}{dx}\left[\int_a^{h\left(x\right)}f\left(v\right)dv\right]=...........,\ a\le x\le bdxd[∫ah(x)f(v)dv]=..........., a≤x≤b
f[h(x)] ddxh(x)f\left[h\left(x\right)\right]\ \frac{d}{dx}h\left(x\right)f[h(x)] dxdh(x)
f(h(x))f\left(h\left(x\right)\right)f(h(x))
∫abf(v)dv=..........,a≤x≤b, \int_a^bf\left(v\right)dv=..........,a\le x\le b,\ ∫abf(v)dv=..........,a≤x≤b,
f(b)−f(a)f\left(b\right)-f\left(a\right)f(b)−f(a)
F(b)−F(a)F\left(b\right)-F\left(a\right)F(b)−F(a)
∫abddxf(v)dv=..........,a≤x≤b, \int_a^b\frac{d}{dx}f\left(v\right)dv=..........,a\le x\le b,\ ∫abdxdf(v)dv=..........,a≤x≤b,
:إملأ الفراغ
∫abf(v)dv=f(b)−f(a), a≤x≤b, \int_a^bf\left(v\right)dv=f\left(b\right)-f\left(a\right),\ a\le x\le b,\ ∫abf(v)dv=f(b)−f(a), a≤x≤b,
إنتهى الإختبار.