Sagot :
Bonsoir,
On utilise les formules du cours.
[tex]F = 2\sqrt{32} - \sqrt{50}\\ F = 2\sqrt{16\times 2} - \sqrt{2\times 25}\\ F = 2\sqrt{16} \times \sqrt 2 - \sqrt {25} \times \sqrt 2\\ F = 2\times 4\times \sqrt 2 - 5\sqrt 2\\ F= 8\sqrt 2 - 5\sqrt 2\\ F = 3\sqrt 2[/tex]
[tex]G = 3\sqrt 2 \times 4\sqrt 3\\ G = 3\times 4 \times \sqrt 2 \times \sqrt 3\\ G = 12\sqrt{2\times 3}\\ G = 12\sqrt 6[/tex]
[tex]H = \sqrt{24}+\sqrt{54}\\ H = \sqrt{6\times 4}+\sqrt{6\times 9}\\ H = \sqrt 4 \times \sqrt 6 +\sqrt 9 \times \sqrt 6\\ H = 2\sqrt 6 +3\sqrt 6\\ H = 5\sqrt 6[/tex]
[tex]I = \sqrt{75}+\sqrt{12}-2\sqrt{48}\\ I = \sqrt{3\times 25} +\sqrt{3\times 4} -2\sqrt{3\times 16}\\ I = \sqrt{25}\times \sqrt 3 +\sqrt 4 \times \sqrt 3 -2\sqrt {16}\times \sqrt 3\\ I = 5\sqrt 3 +2\sqrt 3 -8\sqrt 3\\ I = -\sqrt 3[/tex]
Si tu as des questions, n'hésite pas! =)
On utilise les formules du cours.
[tex]F = 2\sqrt{32} - \sqrt{50}\\ F = 2\sqrt{16\times 2} - \sqrt{2\times 25}\\ F = 2\sqrt{16} \times \sqrt 2 - \sqrt {25} \times \sqrt 2\\ F = 2\times 4\times \sqrt 2 - 5\sqrt 2\\ F= 8\sqrt 2 - 5\sqrt 2\\ F = 3\sqrt 2[/tex]
[tex]G = 3\sqrt 2 \times 4\sqrt 3\\ G = 3\times 4 \times \sqrt 2 \times \sqrt 3\\ G = 12\sqrt{2\times 3}\\ G = 12\sqrt 6[/tex]
[tex]H = \sqrt{24}+\sqrt{54}\\ H = \sqrt{6\times 4}+\sqrt{6\times 9}\\ H = \sqrt 4 \times \sqrt 6 +\sqrt 9 \times \sqrt 6\\ H = 2\sqrt 6 +3\sqrt 6\\ H = 5\sqrt 6[/tex]
[tex]I = \sqrt{75}+\sqrt{12}-2\sqrt{48}\\ I = \sqrt{3\times 25} +\sqrt{3\times 4} -2\sqrt{3\times 16}\\ I = \sqrt{25}\times \sqrt 3 +\sqrt 4 \times \sqrt 3 -2\sqrt {16}\times \sqrt 3\\ I = 5\sqrt 3 +2\sqrt 3 -8\sqrt 3\\ I = -\sqrt 3[/tex]
Si tu as des questions, n'hésite pas! =)