q. eycoak
l = √25 + √20 + √8
o = √100 + √50
a = √125
d = 2√5
Tentukan :
l × o × a × d
_____________
ada yg suka sama ini?
l = √25 + √20 + √8
o = √100 + √50
a = √125
d = 2√5
Tentukan :
l × o × a × d
_____________
ada yg suka sama ini?
Penjelasan dengan langkah-langkah:
l = √25 + √20 + √8
= 5 + 2√5 + 2√2
o = √100 + √50
= 10 + 5√2
a = √125
= 5√5
d = 2√5
penyelesaian :
a × d = 5√5 × 2√5 = 50
o × a × d = 50(10 + 5√2) = 500 + 250√2
l × o × a × d = (5 + 2√5 + 2√2)(500 + 250√2)
= 5(500 + 250√2) + 2√5(500 + 250√2) + 2√2(500 + 250√2)
= 1.250(2 + √2) + 500(2 + √2)√5 + 1000(1 + √2)
= 250[5(2 + √2) + 2(2 + √2)√5 + 4(1 + √2)]
- I × O × A × D
- ( √25 + √20 + √8 ) × ( √100 + √50 ) × ( √125 ) × 2√5
- ( 5 + √4×5 + √4×2 ) × ( 10 + √25×2 ) × ( √25×5 ) × 2√5
- ( 5 + 2√5 + 2√2 ) × ( 10 + 5√2 ) × 5√5 × 2√5
- ( 5 × 10 ) × ( 2√5 × 5√5 × 2√5 ) × ( 2√2 × 5√2 )
- 50 × ( ( 2 × 5 ) ( √5 × √5 ) × 2√5 ) × ( ( 2 × 2 ) ( √2 × √2 )
- 50 × ( ( 10 × √25 ) × 2√5 ) × ( 4 √4 )
- 50 × ( ( 10 × 5 ) × 2√5 ) × ( 4 × 2 )
- 50 × ( ( 50 ) × 2√5 ) × 8
- 50 × ( 100√5 ) × 8
- ( 50 × 100 × 8 )√5
- ( 5.000 × 8 )√5
- 40.000√5
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