CAPITULO V
División
División de monomios
- Ejercicio 50
- Se aplica la ley de los signos
- Se divide el coeficiente del dividendo entre el coeficiente del divisor
- Se divide la parte literal restando los exponentes de la misma base
- Se reduce términos semejantes
Dividir
- a m+3 entre a m+2 a m+3 a m+2 = a m +3–m–2 = a
- 2 x a+4 entre– x a+2 2 x a+4 – x a+2 = –2 x a +4– a –2 = –2 x 2
- –3 a m–2 entre–5 a m–5 –3 a m–2 –5 a m–5 = 3 5 a m –2– m +5 = 3 5 a 3
- x 2n+3 entre–4 x n+4 x 2n+3 –4 x n+4 = – 1 4 x 2n+3–n–4 = – 1 4 x n–1
- –4 a x–2 b n entre–5 a 3 b 2 –4 a x–2 b n –5 a 3 b 2 = 4 5 a x–2–3 b n–2 = 4 5 a x–5 b n–2
- –7 x m+3 y m–1 entre–8 x 4 y 2 –7 x m+3 y m–1 –8 x 4 y 2 = 7 8 x m+3–4 y m–1–2 = 7 8 x m–1 y m–3
- 5 a 2m–1 b x–3 entre–6 a 2m–2 b x–4 5 a 2m–1 b x–3 –6 a 2m–2 b x–4 = – 5 6 a 2m–1–2m+2 b x–3–x+4 = – 5 6 a 2m –1– 2m +2 b x –3– x +4 = – 5 6 ab
- –4 x n–1 y n+1 entre5 x n–1 y n+1 –4 x n–1 y n+1 5 x n–1 y n+1 = – 4 5 x y = – 4 5 x 0 y 0 = – 4 5
- a m+n b x+a entre a m b n a m+n b x+a a m b a = a m +n– m b x+ a – a = a n b x
- –5a b 2 c 3 entre6 a m b n c x –5a b 2 c 3 6 a m b n c x = – 5 6 a 1–m b 2–n c 3–x