chứng tỏ:(a-b-c)-(a+b-c)+(b-c-a)-(c-a-b)+5=-2c+5 10/07/2021 Bởi Kinsley chứng tỏ:(a-b-c)-(a+b-c)+(b-c-a)-(c-a-b)+5=-2c+5
Em tham khảo nhé Có: VT = (a – b – c) – (a + b – c) + (b – c – a) – (c – a – b) + 5 = a – b – c – a – b + c + b – c – a – c + a + b + 5 = (a – a – a + a) + (-b – b + b + b) + (-c + c – c – c) + 5 = 0 + 0 – 2c + 5 = -2c + 5 = VP Vậy VT = VP Bình luận
VT=(a-b-c)-(a+b-c)+(b-c-a)-(c-a-b)+5
=a-b-c-a-b+c+b-c-a-c+a+b+5
=-2c+5=VP
⇒đpcm
Em tham khảo nhé
Có: VT = (a – b – c) – (a + b – c) + (b – c – a) – (c – a – b) + 5
= a – b – c – a – b + c + b – c – a – c + a + b + 5
= (a – a – a + a) + (-b – b + b + b) + (-c + c – c – c) + 5
= 0 + 0 – 2c + 5
= -2c + 5 = VP
Vậy VT = VP