Pythagoras adalah bilangan yang kuadrat bilangan terbesarnya sama dengan jumlah kuadrat bilangan lainnya.
[tex]\boxed{a^{2} =b^{2} + c^{2}} \:\:atau\:\:\boxed{a=\sqrt{b^{2} + c^{2}} }[/tex]
1.) x = √(9² + 12²) = √(81 + 144) = √225 = 15
y = √(x² + 18²) = √(15² + 18²) = √(225 + 324) = √549 = 3√61
2.) x = √(10² - 6²) = √(100 - 36) = √64 = 8
y = √(17² - x²) = √(289 - 64) = √225 = 15
3.) x = √(41² - 9²) = √(1681 - 81) = √1600 = 40
y = √(30² + x²) = √(900 + 1600) = √2500 = 50
4.) x = √(25² - 7²) = √(625 - 49) = √576 = 24
y = √(26² - (x - 14)²) = √(26² - (24 - 14)²) = √(676 - 100) = √576 = 24
1) x = √9² + 12²
= √(9(9) + (12(12)
= √81 + 144
= √225
= √15²
= 15
Y = √15² + 18²
= √(15(15) + (18(18)
= √225 + 324
= √549
= √9.61
= √3².61
= 3√61
2) X = √10² - 6²
= √(10(10) - (6(6)
= √100 - 36
= √64
= √8²
= 8
Y = √17² - 8²
= √(17(17) - (8(8)
= √289 - 64
3) X = √41² - 9²
= √(41(41) - (9(9)
= √1.681 - 81
= √1.600
= √40²
= 40
Y = √30² + 40²
= √(30(30) + (40(40)
= √900 + 1.600
= √2.500
= √50²
= 50
4) X = √25² - 7²
= √(25(25) - (7(7)
= √625 - 49
= √576
= √24²
= 24
Y = √26² - (24 - 14)²
= √(26(26) - 10²
= √676 - (10(10)
= √676 - 100
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Verified answer
Pythagoras
Pythagoras adalah bilangan yang kuadrat bilangan terbesarnya sama dengan jumlah kuadrat bilangan lainnya.
[tex]\boxed{a^{2} =b^{2} + c^{2}} \:\:atau\:\:\boxed{a=\sqrt{b^{2} + c^{2}} }[/tex]
1.) x = √(9² + 12²) = √(81 + 144) = √225 = 15
y = √(x² + 18²) = √(15² + 18²) = √(225 + 324) = √549 = 3√61
2.) x = √(10² - 6²) = √(100 - 36) = √64 = 8
y = √(17² - x²) = √(289 - 64) = √225 = 15
3.) x = √(41² - 9²) = √(1681 - 81) = √1600 = 40
y = √(30² + x²) = √(900 + 1600) = √2500 = 50
4.) x = √(25² - 7²) = √(625 - 49) = √576 = 24
y = √(26² - (x - 14)²) = √(26² - (24 - 14)²) = √(676 - 100) = √576 = 24
1) x = √9² + 12²
= √(9(9) + (12(12)
= √81 + 144
= √225
= √15²
= 15
Y = √15² + 18²
= √(15(15) + (18(18)
= √225 + 324
= √549
= √9.61
= √3².61
= 3√61
2) X = √10² - 6²
= √(10(10) - (6(6)
= √100 - 36
= √64
= √8²
= 8
Y = √17² - 8²
= √(17(17) - (8(8)
= √289 - 64
= √225
= √15²
= 15
3) X = √41² - 9²
= √(41(41) - (9(9)
= √1.681 - 81
= √1.600
= √40²
= 40
Y = √30² + 40²
= √(30(30) + (40(40)
= √900 + 1.600
= √2.500
= √50²
= 50
4) X = √25² - 7²
= √(25(25) - (7(7)
= √625 - 49
= √576
= √24²
= 24
Y = √26² - (24 - 14)²
= √(26(26) - 10²
= √676 - (10(10)
= √676 - 100
= √576
= √24²
= 24