trigonometri
a.
Jika diketahui besar sudut (sudut istimewa),
panjang sisi tidak mempengaruhi nilai sin cos tan
jumlah sudut pd segitiga = 180°
90° + 60° + β = 180°
β = 30°
sin β = sin 30° = 1/2
cos β = cos 30° = 1/2 √3
tan β = tan 30° = 1/3 √3
•
anggap segitiga siku-siku
sisi depan sudut β = y
sisi samping sudut β = x = 25
sisi miring segitiga = r = 26
y = √(r² - x²)
y = √(26² - 25²)
y = √((26 + 25)(26 - 25))
y = √51
sin β = y/r = √51 /26
cos β = x/r = 25/26
tan β = y/x = √51 /25
Penjelasan dengan langkah-langkah:
sudut 30 60 90
basic sisi 1 ; V3 ; 2
diketahui b = 6V3
sin B = 30° = 6V3 : r = 1/2
r = 2 × 6V3 = 12V3
cos B = 30° = x/r = V3/2
x = r . V3 /2 = 12V3 .V3/2 = 6.3 = 18
sin B= b/r =6V3 / 12V3 = 1/2
cos B = x/r = 18/12V3 = 3/2V3 = 1/2 V3
tan B = 1/2 × 2/V3 =1/V3 = 1/3 V3
b.
b = V26^2 - 25^2 = V676 - 625 = V51
sin B = V51/26
cos B = 25/26
tan B = V51/26 × 26/25 = V51/25
request = soal yg b
lebih mudah jk komposisi sisi triple pythagoras
7 24 25 ato 10 24 26 spy angka populer
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Verified answer
trigonometri
a.
Jika diketahui besar sudut (sudut istimewa),
panjang sisi tidak mempengaruhi nilai sin cos tan
jumlah sudut pd segitiga = 180°
90° + 60° + β = 180°
β = 30°
sin β = sin 30° = 1/2
cos β = cos 30° = 1/2 √3
tan β = tan 30° = 1/3 √3
•
anggap segitiga siku-siku
sisi depan sudut β = y
sisi samping sudut β = x = 25
sisi miring segitiga = r = 26
y = √(r² - x²)
y = √(26² - 25²)
y = √((26 + 25)(26 - 25))
y = √51
sin β = y/r = √51 /26
cos β = x/r = 25/26
tan β = y/x = √51 /25
Penjelasan dengan langkah-langkah:
a.
sudut 30 60 90
basic sisi 1 ; V3 ; 2
diketahui b = 6V3
sin B = 30° = 6V3 : r = 1/2
r = 2 × 6V3 = 12V3
cos B = 30° = x/r = V3/2
x = r . V3 /2 = 12V3 .V3/2 = 6.3 = 18
sin B= b/r =6V3 / 12V3 = 1/2
cos B = x/r = 18/12V3 = 3/2V3 = 1/2 V3
tan B = 1/2 × 2/V3 =1/V3 = 1/3 V3
b.
b = V26^2 - 25^2 = V676 - 625 = V51
sin B = V51/26
cos B = 25/26
tan B = V51/26 × 26/25 = V51/25
request = soal yg b
lebih mudah jk komposisi sisi triple pythagoras
7 24 25 ato 10 24 26 spy angka populer