解答

✨ 最佳解答 ✨

9.
AP = (3/5)AB
AQ = [3/(t+3)]AC
AG = AB/3 + AC/3
= (5/9)AP + [(t+3)/9]AQ
*分點公式
5/9 + (t+3)/9 = 1
=> t+3 = 4
=> t = 1

10.
AF = (1/3)AB
AE = (3/7)AC
AP = xAB + yAC
= (3x)AF + yAC
= xAB + (7y/3)AE
=> 3x + y = 1
x + (7/3)y = 1
=> x = 2/9
y = 1/3

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