伐數分式及公式4(請盡快回答)

2015-04-02 2:52 am

回答 (1)

2015-04-02 4:40 am
✔ 最佳答案
5.
(a)
(5 / 4c) - (1 / 5c)
= (25 / 20c) - (4 / 5c)
= (25 - 4) / 20c
= 21 / 20c

(c)
(5 / 8a) - (5 / 6a)
= (15 / 24a) - (20 / 24a)
= (15 - 20) / 24a
= 5 / 24a

(d)
(u / 3v) + (2u / 5v)
= (5u / 15v) + (6u / 15v)
= (5u + 6u) / 15v
= 11u / 15v


====
6.
(a)
[2 / (a + 1)] + [10 / (a + 1)]
= (2 + 10) / (a + 1)
= 12 / (a + 1)
所以 ( ) = 12



(b)
(3b / 5c) - [( ) / 5c] = b / 5c
3b - ( ) = b
所以 ( ) = 2b

(c)
[( ) / (2d + e)] - [2d / (2d + e)] = 1 / (2d + e)
( ) - 2d = 1
所以 ( ) = 2d + 1

(d)
[( ) / (f - g)] - [f / (f - g)] = 2g / (f - g)
( ) - f = 2g
( ) = f + 2g


====
7.
(a)
[8 / (7m - n)] - [1 /(n - 7 m)]
= [8 / (7m - n)] + [1 /(7 m - n)]
= (8 + 1) / (7m - n)
= 9 / (7m - n)

(b)
[p / (p - 6)] + [6 / (6 - p)]
= [p / (p - 6)] - [6 / (p - 6)]
= (p - 6) / (p - 6)
= 1

(c)
[(w + l) / (wl - 1)] - [(w - l) / (1 -wl)]
= [(w + l) / (wl - 1)] + [(w - l) / (wl - 1)]
= [(w + l) + (w - l)] / (wl - 1)
= (w + l + w - l) / (wl - 1)
= 2w / (wl - 1)

(d)
[2x / (3x + y)] - [(x + y) / (-y - 3x)]
= [2x / (3x + y)] + [(x + y) / (y + 3x)]
= [2x / (3x + y)] + [(x + y) / (3x + y)]
= [2x + (x + y)] / (3x + y)
= (2x + x + y) / (3x + y)
= (3x + y) / (3x + y)
= 1


====
8.
(a)
[1 / (3 + x)] + [7 / 4(3 + x)]
= [4 / 4(3 + x)] + [7 / 4(3 + x)]
= (4 + 7) / 4(3 + x)
= 11 / 4(3 + x)]

(b)
[3 / 2(a + b)] + [5 / (a + b)]
= [3 / 2(a + b)] + [10 / 2(a + b)]
= (3 + 10) / 2(a + b)
= 13 / 2(a + b)

(c)
[3x / (x - 6)] - [x / 5(x - 6)]
= [15x / 5(x - 6)] - [x / 5(x - 6)]
= (15x - x) / 5(x - 6)]
= 14x / 5(x - 6)

(d)
[(3b + 1) / 2(a + b)] - [2b / (a + b)]
= [(3b + 1) / 2(a + b)] - [4b / 2(a + b)]
= [(3b + 1) - 4b] / 2(a + b)]
= (3b + 1 - 4b) / 2(a + b)]
= (1 - b) / 2(a + b)


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