Quis Integral SMA

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About this activity

Uji pemahaman integral jenjang SMA.

Created by

pixel7 Arie

Indonesia

Download the paper version to play

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Froggy Jumps Quis Integral SMAOnline version Uji pemahaman integral jenjang SMA. by pixel7 Arie 1 Apa hukum dasar integral tak tentu dari f(x) = x^n (n ≠ -1)? a Int(f) = (x^(n-1))/n + C b Int(f) = x^(n+1)/(n+1) + C c Int(f) = n*x^n + C 2 Nilai integral ∫ 3x^2 dx adalah? a 9x^3 + C b x^3 + C c x^3/3 + C 3 Metode substitusi disebut juga? a V-substitusi b P-substitusi c U-substitusi 4 Rumus integral ∫ dx/(x) adalah? a 1/x + C b x^2/2 + C c ln\|x\| + C 5 Nilai definite integral ∫_0^2 2x dx = ? a 4 b 8 c 2 6 Integral arsir area dibatasi sumbu x menggunakan? a Turunan fungsi b Nilai antiturunan c Limit sisi kiri 7 Rumus integral ∫ (3x^4) dx =? a x^5 + C b 3/5 x^5 + C c 15x^5 + C 8 Metode pecahan rasional untuk integral disebut? a Pengintegralan parsial b Pemfaktoran parsial c Pemisahan faktor 9 Nilai ∫ x e^x dx menggunakan teknik? a Penggandaan b Substitusi c Integrasi parsial 10 Jika f(x) = sin x, maka ∫ f(x) dx adalah? a -cos x + C b sin x + C c cos x + C

Froggy Jumps

Quis Integral SMAOnline version

Uji pemahaman integral jenjang SMA.

by pixel7 Arie

Apa hukum dasar integral tak tentu dari f(x) = x^n (n ≠ -1)?

Int(f) = (x^(n-1))/n + C

Int(f) = x^(n+1)/(n+1) + C

Int(f) = n*x^n + C

Nilai integral ∫ 3x^2 dx adalah?

9x^3 + C

x^3 + C

x^3/3 + C

Metode substitusi disebut juga?

V-substitusi

P-substitusi

U-substitusi

Rumus integral ∫ dx/(x) adalah?

1/x + C

x^2/2 + C

ln|x| + C

Nilai definite integral ∫_0^2 2x dx = ?

Integral arsir area dibatasi sumbu x menggunakan?

Turunan fungsi

Nilai antiturunan

Limit sisi kiri

Rumus integral ∫ (3x^4) dx =?

x^5 + C

3/5 x^5 + C

15x^5 + C

Metode pecahan rasional untuk integral disebut?

Pengintegralan parsial

Pemfaktoran parsial

Pemisahan faktor

Nilai ∫ x e^x dx menggunakan teknik?

Penggandaan

Substitusi

Integrasi parsial

Jika f(x) = sin x, maka ∫ f(x) dx adalah?

-cos x + C

sin x + C

cos x + C

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Quis Integral SMA

Froggy Jumps

About this activity

Created by

Download the paper version to play

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Quis Integral SMAOnline version

by pixel7 Arie

Apa hukum dasar integral tak tentu dari f(x) = x^n (n ≠ -1)?

Nilai integral ∫ 3x^2 dx adalah?

Metode substitusi disebut juga?

Rumus integral ∫ dx/(x) adalah?

Nilai definite integral ∫_0^2 2x dx = ?

Integral arsir area dibatasi sumbu x menggunakan?

Rumus integral ∫ (3x^4) dx =?

Metode pecahan rasional untuk integral disebut?

Nilai ∫ x e^x dx menggunakan teknik?

Jika f(x) = sin x, maka ∫ f(x) dx adalah?

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