There are some coloured crayons in a box. The box contains R red colours, B blue colours and G green colours.
When I carry out the following steps-
{Multiply the number of red colours, R by 2, add 1, then multiply result by 5, add the number of blue colours, B, then multiply result by 10, add the number of green colours, G and then subtract 50 from result},
I get 869 as the final answer,
AND
The box contains no more than 9 crayons of a same colour (R<10, B<10, G<10)
Find the total number of crayons in that box, R+ B+ G= ?
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(2R + 1)*5= 10R + 5
(10R +5 + B)* 10= 100R + 50 + 10B
100R + 50 + 10B + G - 50= 100R + 10B + G
(100)R + (10)B + G= 869
As it is now given that R, B and G are not more than 9 i.e. they are single digit numbers, it implies that:
R hundred + B tens + G= RBG= 869
So, R + B + G= 8 + 6 + 9= 23