1. A box contains 3 red,10 white, 5 blue and 2 green balls identical in mass and shape. Find the ratio of the number of green ball to the total numbers of balls.

In this scenario, we are given a box containing 3 red, 10 white, 5 blue and 2 green balls which are all identical in mass and shape. To find the ratio of the number of green balls to the total number of balls in the box, we must first calculate the total number of balls by adding up all four colors. This gives us a total number of 20 balls.

1. A box contains 3 red,10 white, 5 blue and 2 green balls identical in mass and shape. Find the ratio of the number of green ball to the total numbers of balls.

We can now use this information to determine the ratio by dividing the number of green balls (2) by the total number of balls (20). This results in a ratio 0f 1:10 or 1/10. < br>< br > ;

In conclusion ,when presented with problem calculating Ratio Green Balls Total Number Box able solve it easily simply adding together totals each color given then dividing result obtained . Moreover ,understanding concepts associated fractional numbers fractions helps better understand processes taking place within various mathematical operations aiding their implementation efficient production systems increasing accuracy without sacrificing quality results expected those working field mathematics . As such ,this knowledge provides tremendous value terms overall understanding development calculations not solely individuals but also businesses looking maximize profitability minimizing risk undertaken activities

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