Simplify:
x-(y – z) + x + (y – z) + y - (z+ x)
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Answer:
(i) x – (y – z) + x + (y – z) + y – (z + x)
= x – y + z + x + y – z + y – z – x
= x + x – x – y + y + y + z – z – z
= x + y – z
(ii) x – [y + {x – (y + x)}]
= x – [y + {x – y – x}]
= x – [ y + x – y – x]
= x – y – x + y + x
= x – x + x – y + y = x
(iii) 4x + 3 (2x – 5y)
= 4x + 6x – 15y
= 10x – 15y
(iv) 2 (3a – b) – 5 (a – 3b)
= 6a – 2b – 5a + 15b
= 6a – 5a + 15b – 2b = a + 13b
(vii) 3x – [ 5y – {6y + 2 (10y – x)}]
= 3x – [5y – {6y + 20y -2 x}]
= 3x – [5y -6y – 20y + 2x}]
= 3x – 5y + 6y + 20y – 2x
= 3x – 2x + 6y + 20y – 5y
= x + 21y
= 5 {a2 – a (a – a + 2)}
= 5 {a2 – a2 + a2 – 2a)
= 5a2 – 5a2 + 5a2 – 10a
= 5a2 – 10a
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