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kisi - kisi ulangan semester XII

Authored by suharyadi suwakbur

Mathematics

12th Grade

Used 4+ times

kisi - kisi ulangan semester XII
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9 questions

Show all answers

1.

MULTIPLE CHOICE QUESTION

2 mins • 1 pt

tentukan limit dari cos⁡24x−1x tan⁡ 2x\frac{\cos^24x-1}{x\ \tan\ 2x}

-8

-4

-2

-1

2.

MULTIPLE CHOICE QUESTION

2 mins • 1 pt

tentukan limit dari lim⁡x −π2  cos⁡ 5x − cos⁡ xsin⁡ 3x sin⁡ x\lim_{x\ -\frac{\pi}{2}}\ \ \frac{\cos\ 5x\ -\ \cos\ x}{\sin\ 3x\ \sin\ x}

-2

-4

-6

-8

3.

MULTIPLE CHOICE QUESTION

3 mins • 1 pt

tentukan nilai dari lim⁡x −0 2x cos⁡ 4x −2x2x2sin⁡ 4x\lim_{x\ -0}\ \frac{2x\ \cos\ 4x\ -2x}{2x^{2^{ }}\sin\ 4x}

0

1

-1/2

1/4

4.

MULTIPLE CHOICE QUESTION

2 mins • 1 pt

tentukan penyelesaian lim⁡x−0 cos⁡ 4x −1x sin⁡ 14x\lim_{x-0}\ \frac{\cos\ 4x\ -1}{x\ \sin\ \frac{1}{4}x}

-24

  • - 32

  • -2

  • - 32

5.

MULTIPLE CHOICE QUESTION

2 mins • 1 pt

diketahui h = (2x2 − 2)\left(2x^2\ -\ 2\right) . cos x, maka tentukan h'?

4.cosx - sin x (2x2 −2)\left(2x^2\ -2\right)

4x.cosx - sin x (2x2 −2)\left(2x^2\ -2\right)

4x.sin x - sin x (2x2 −2)\left(2x^2\ -2\right)

4x.sin x - cos x (2x2 −2)\left(2x^2\ -2\right)

6.

MULTIPLE CHOICE QUESTION

3 mins • 1 pt

tentukan turunan pertama dari 2sin⁡ 2x\frac{2}{\sin\ 2x}

  • −4 . cos⁡ 2xsin⁡ 2x . sin⁡ 2x\frac{-4\ .\ \cos\ 2x}{\sin\ 2x\ .\ \sin\ 2x}

−4 . cos⁡ 2xsin⁡ 2x \frac{-4\ .\ \cos\ 2x}{\sin\ 2x\ }

−2 . cos⁡ 2xsin⁡ 2x . sin⁡ 2x\frac{-2\ .\ \cos\ 2x}{\sin\ 2x\ .\ \sin\ 2x}

 cos⁡ 2x  sin⁡ 2x\frac{\ \cos\ 2x}{\ \ \sin\ 2x}

7.

MULTIPLE CHOICE QUESTION

2 mins • 1 pt

turunan ke tiga dari cos 2x + sin 2x + x2 ?

4 sin 2x - 8 cos x + 2

8 sin 4x - 8 cos 4x

8 sin 2x - cos 2x + 0

8 sin 2x - 8 cos 2x

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