Exercice 1:
Il faut multipier les quantites de chaque ingredient par 2 --- ( 2 litres / 1 litres)
Exercice 2:
A = -6 x^2 + 4 x^2 + 1 = - 2 x^2 + 1
B = 5x + x^2 + 4x = x^2 + 9 x
C = 7x + 5 + x – 9 = 8 x -4
D = 10 – x – 4x -6 = - 5 x + 4
Exercice 3:
AC^2 = AB^2 – BC^2 = 9^2 – 7,2^2 = 29.16
AC = 5,4 cm
JC = AC/2 = 2,7cm
IC = BC/2 = 3,6 cm
BJC est un triangle rectangle en C.
BJ^2 = BC^2 + JC^2 = 7,2^2 + 2,7^2 = 59.13
BJ = 7,6896 cm = 76.896 mm
AIC est un triangle rectangle en C.
AI^2 = AC^2 + IC^2 = 5,4^2 + 3,6^2 = 42.12
AI = 6.48999 cm = 64.8999 mm
Exercice 4 :
Nature de la base -- rectangle , triangle , pentagone
Nature des faces laterales - triangle , triangle , triangle
Exercice 5 :
36 minutes -- car 18 minute s * 6 chainettes / 3 chainettes = 36
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Exercice 1:
Il faut multipier les quantites de chaque ingredient par 2 --- ( 2 litres / 1 litres)
Exercice 2:
A = -6 x^2 + 4 x^2 + 1 = - 2 x^2 + 1
B = 5x + x^2 + 4x = x^2 + 9 x
C = 7x + 5 + x – 9 = 8 x -4
D = 10 – x – 4x -6 = - 5 x + 4
Exercice 3:
AC^2 = AB^2 – BC^2 = 9^2 – 7,2^2 = 29.16
AC = 5,4 cm
JC = AC/2 = 2,7cm
IC = BC/2 = 3,6 cm
BJC est un triangle rectangle en C.
BJ^2 = BC^2 + JC^2 = 7,2^2 + 2,7^2 = 59.13
BJ = 7,6896 cm = 76.896 mm
AIC est un triangle rectangle en C.
AI^2 = AC^2 + IC^2 = 5,4^2 + 3,6^2 = 42.12
AI = 6.48999 cm = 64.8999 mm
Exercice 4 :
Nature de la base -- rectangle , triangle , pentagone
Nature des faces laterales - triangle , triangle , triangle
Exercice 5 :
36 minutes -- car 18 minute s * 6 chainettes / 3 chainettes = 36