sin ⁡ α = . . . . \sin\alpha=.\ .\ .\ . sin α = . . . .

d e p a n m i r i n g \frac{depan}{miring} m i r i n g d e p a n

s a m p i n g m i r i n g \frac{samping}{miring} m i r i n g s a m p i n g

d e p a n s a m p i n g \frac{depan}{samping} s a m p i n g d e p a n

m i r i n g d e p a n \frac{miring}{depan} d e p a n m i r i n g

s a m p i n g m i r i n g \frac{samping}{miring} m i r i n g s a m p i n g

cos ⁡ α = . . . . \cos\alpha=.\ .\ .\ . cos α = . . . .

s a m p i n g m i r i n g \frac{samping}{miring} m i r i n g s a m p i n g

d e p a n m i r i n g \frac{depan}{miring} m i r i n g d e p a n

d e p a n s a m p i n g \frac{depan}{samping} s a m p i n g d e p a n

m i r i n g d e p a n \frac{miring}{depan} d e p a n m i r i n g

s a m p i n g m i r i n g \frac{samping}{miring} m i r i n g s a m p i n g

tan ⁡ α = . . . . \tan\alpha=.\ .\ .\ . tan α = . . . .

d e p a n s a m p i n g \frac{depan}{samping} s a m p i n g d e p a n

d e p a n m i r i n g \frac{depan}{miring} m i r i n g d e p a n

s a m p i n g m i r i n g \frac{samping}{miring} m i r i n g s a m p i n g

m i r i n g d e p a n \frac{miring}{depan} d e p a n m i r i n g

s a m p i n g m i r i n g \frac{samping}{miring} m i r i n g s a m p i n g

cosec ⁡ α = . . . . \operatorname{cosec}\alpha=.\ .\ .\ . c o s e c α = . . . .

m i r i n g d e p a n \frac{miring}{depan} d e p a n m i r i n g

m i r i n g s a m p i n g \frac{miring}{samping} s a m p i n g m i r i n g

s a m p i n g d e p a n \frac{samping}{depan} d e p a n s a m p i n g

d e p a n m i r i n g \frac{depan}{miring} m i r i n g d e p a n

s a m p i n g m i r i n g \frac{samping}{miring} m i r i n g s a m p i n g

sec ⁡ α = . . . . \sec\alpha=.\ .\ .\ . sec α = . . . .

m i r i n g s a m p i n g \frac{miring}{samping} s a m p i n g m i r i n g

m i r i n g d e p a n \frac{miring}{depan} d e p a n m i r i n g

s a m p i n g d e p a n \frac{samping}{depan} d e p a n s a m p i n g

d e p a n m i r i n g \frac{depan}{miring} m i r i n g d e p a n

s a m p i n g m i r i n g \frac{samping}{miring} m i r i n g s a m p i n g

PERBANDINGAN TRIGONOMETRI-1

Quiz

•

Mathematics

•

12th Grade

•

Practice Problem

•

Medium

•

CCSS

HSG.SRT.C.6, 8.G.B.7

Standards-aligned

wara rinie

Used 7+ times

FREE Resource

17 questions

Show all answers

1.

MULTIPLE CHOICE QUESTION

30 sec • 1 pt

$\sin\alpha=.\ .\ .\ .$

$\frac{depan}{miring}$

$\frac{samping}{miring}$

$\frac{depan}{samping}$

$\frac{miring}{depan}$

$\frac{samping}{miring}$

2.

MULTIPLE CHOICE QUESTION

30 sec • 1 pt

$\cos\alpha=.\ .\ .\ .$

$\frac{depan}{miring}$

$\frac{samping}{miring}$

$\frac{depan}{samping}$

$\frac{miring}{depan}$

$\frac{samping}{miring}$

3.

MULTIPLE CHOICE QUESTION

30 sec • 1 pt

$\tan\alpha=.\ .\ .\ .$

$\frac{depan}{miring}$

$\frac{samping}{miring}$

$\frac{depan}{samping}$

$\frac{miring}{depan}$

$\frac{samping}{miring}$

4.

MULTIPLE CHOICE QUESTION

30 sec • 1 pt

$\operatorname{cosec}\alpha=.\ .\ .\ .$

$\frac{miring}{depan}$

$\frac{miring}{samping}$

$\frac{samping}{depan}$

$\frac{depan}{miring}$

$\frac{samping}{miring}$

5.

MULTIPLE CHOICE QUESTION

30 sec • 1 pt

$\sec\alpha=.\ .\ .\ .$

$\frac{miring}{depan}$

$\frac{miring}{samping}$

$\frac{samping}{depan}$

$\frac{depan}{miring}$

$\frac{samping}{miring}$

6.

MULTIPLE CHOICE QUESTION

30 sec • 1 pt

Nilai dari sin $\angle K$ adalah...

$\frac{10}{26}$

$\frac{24}{26}$

$\frac{10}{24}$

$\frac{26}{10}$

$\frac{24}{10}$

Nilai dari cotan $\angle M$ adalah...

$\frac{10}{26}$

$\frac{24}{26}$

$\frac{10}{24}$

$\frac{26}{10}$

$\frac{24}{10}$

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PERBANDINGAN TRIGONOMETRI-1

17 questions

$\sin\alpha=.\ .\ .\ .$

$\cos\alpha=.\ .\ .\ .$

$\tan\alpha=.\ .\ .\ .$

$\operatorname{cosec}\alpha=.\ .\ .\ .$

$\sec\alpha=.\ .\ .\ .$

Nilai dari sin $\angle K$ adalah...

Nilai dari cotan $\angle M$ adalah...

Nilai dari sec $\beta$ adalah...

Nilai dari cosec $\alpha$ adalah...

Panjang AC pada segitiga ABC di atas adalah ....

Create a free account and access millions of resources

Similar Resources on Wayground

Popular Resources on Wayground

Discover more resources for Mathematics

PERBANDINGAN TRIGONOMETRI-1

17 questions

sin⁡α=. . . .\sin\alpha=.\ .\ .\ .sinα=. . . .

cos⁡α=. . . .\cos\alpha=.\ .\ .\ .cosα=. . . .

tan⁡α=. . . .\tan\alpha=.\ .\ .\ .tanα=. . . .

cosec⁡α=. . . .\operatorname{cosec}\alpha=.\ .\ .\ .cosecα=. . . .

sec⁡α=. . . .\sec\alpha=.\ .\ .\ .secα=. . . .

Nilai dari sin ∠K\angle K∠K adalah...

Nilai dari cotan ∠M\angle M∠M adalah...

Nilai dari sec β\betaβ adalah...

Nilai dari cosec α\alphaα adalah...

Panjang AC pada segitiga ABC di atas adalah ....

Create a free account and access millions of resources

Similar Resources on Wayground

Popular Resources on Wayground

Discover more resources for Mathematics

$\sin\alpha=.\ .\ .\ .$

$\cos\alpha=.\ .\ .\ .$

$\tan\alpha=.\ .\ .\ .$

$\operatorname{cosec}\alpha=.\ .\ .\ .$

$\sec\alpha=.\ .\ .\ .$

Nilai dari sin $\angle K$ adalah...

Nilai dari cotan $\angle M$ adalah...

Nilai dari sec $\beta$ adalah...

Nilai dari cosec $\alpha$ adalah...