Question

2/3of oranges 3/5of apples are not ediable to eat out of 375569oranges and 245589apples the ownes has to sell only the eatable oranges and apples how many oranges and apples can the form owner sell in total n​

Answer 1

Step-by-step explanation:

$\frac{2}{3} of \: oranges \: are \: not \: ediable \: out \: of \: 375569 \\ = \frac{2}{3} \times 375569 \\ = 243712.667 \: oranges \: are \: not \: ediable \\ \frac{3}{5} of \: apples \: are \: not \: ediable \: out \: of \: 2455989 \\ = \frac{3}{5} \times 2455989 = 1513593.4 \: of \: apples \: are \: not \: ediable \\ numbers \: of \: eatable \: oranges = 375569 - 243712.667 = 131856.333 \\ numbers \: of \: eatable \: apples \: = 2455989 - 1513593.4 = 942395.6 \\ total \: numbers \: of \: orange \: and \: apples \: = 131856.333 + 942395.6 = 1074251.93$