m=g-¾d²t⁵ encontrar la variable (g, t) ayuda es urgente
Answer (1)
Respuesta:m = g^(-3/4)×d²×t⁵m = 1/(g^(3/4))×d²×t⁵m = (d²t⁵)/((g)^(3/4))g^(3/4) = (d²t⁵)/mg^(3/4)^(4/3) = ((d²t⁵)/m)^(4/3)g^((3/4)×(4/3)) = ((d²t⁵)/m)^(4/3)g = ((d²t⁵)/(m))^(4/3)R// Por lo tanto , el resultado de despejar la incógnita '' g '' es '' ((d²t⁵)/(m))^(4/3) '' .m = g^(-3/4)×d²×t⁵m = ((1)/(g)^(3/4))×d²×t⁵m = ((d²t⁵)/g^(3/4))g^(3/4) = ((d²t⁵)/m)g^(3/4)^(4/3) = ((d²t⁵)/m)^(4/3)g^((3/4)×(4/3)) = ((d²t⁵)/m)^(4/3)g = ((d²t⁵)/m)^(3/4)g^(4/3) = ((d²t⁵)/m)^(3/4)^(4/3)g^(4/3) = ((d²t⁵)/m) mg^(4/3) = d²t⁵(mg^(4/3))/d² = d²t⁵/d²(mg^(4/3))/d² = t⁵((mg^(4/3))/d²)^(1/5) = t^(5)^(1/5)t = ((mg^(4/3))/d²)^(1/5)R// Por ende , el resultado de despejar la incógnita '' t '' es '' ((mg^(4/3))/d²)^(1/5) '' .
