Vous avez cherché: addition and subtraction story problems wo... (Espagnol - Anglais)

15. en junio de 2012 se organizó una misión en gambia para evaluar la participación de la mujer en el sector pesquero, tras la que se elaboró el estudio assessing value addition and social inclusiveness in the fisheries sector, with a focus on women.
a mission was held in the gambia in june 2012 to map women's participation in the fisheries sector. subsequently, the study "assessing value addition and social inclusiveness in the fisheries sector, with a focus on women.

substituting win the first expression: (m 178) + [(3/5) * * 170] + (3/5) * reducing by addition and multiplication: (m * 178) + (m * 102) 102) m + (3/5) *
then you would have that, after multiplying the number of men (m) by more than the unit (5/3 is more than 1), the number of women (w) would be larger than the number of men, so you would be able to correct your expression. it is convenient here to remember what we said about the effect of multiplying by more than 1 (that is, increasing), or by less than 1 (that is, decreasing). so we need to multiply the number of men (m) by 3/5 (less than 1), to obtain a smaller number of women (w), as we had said: w = (3/5) * m 3) we substitute the value of one of the unknowns in the initial expression, using our second equation, to leave it with only one unknown, this way: first expression: (m * 178) + (w * 170) m + w second expression: w = (3/5) * m substituting win the first expression: (m 178) + [(3/5) * * 170] + (3/5) * reducing by addition and multiplication: (m * 178) + (m * 102) 102) m + (3/5) * 107