You know what Im talking about
let x = number of 20c let y = number of 50cmust equal 15600 cents (156 x 100)set up simultaneous equationsx + y = 420 ------> x = 420 - y20x + 50y = 15600Therefore 20(420 - y) + 50y = 156008400 - 20y + 50y = 1560030y = 7200 y = 240Therefore there are 240 50c piecesSub into x + y = 420x + 240 = 420x = 180Therefore there are 180 20c piecesCHECK180(0.2) + 240(0.5) = $156Therefore trueQEDHope i got it right
thank you brian!the answer was indeed 240 50c and 180 20c coins.how easy it was after all...but my sisters textbook doesn't do it with simultanious equations, because they haven't learnt that yet. so that's kinda crazy.
you're welcome
*IMPLODEs*you cool kidz!oh and if simultaneous equations dont do it, her textbook probs want some guess and checking to be done. and damn long and worthless process
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4 comments:
let x = number of 20c
let y = number of 50c
must equal 15600 cents (156 x 100)
set up simultaneous equations
x + y = 420 ------> x = 420 - y
20x + 50y = 15600
Therefore 20(420 - y) + 50y = 15600
8400 - 20y + 50y = 15600
30y = 7200
y = 240
Therefore there are 240 50c pieces
Sub into x + y = 420
x + 240 = 420
x = 180
Therefore there are 180 20c pieces
CHECK
180(0.2) + 240(0.5) = $156
Therefore true
QED
Hope i got it right
thank you brian!
the answer was indeed 240 50c and 180 20c coins.
how easy it was after all...
but my sisters textbook doesn't do it with simultanious equations, because they haven't learnt that yet. so that's kinda crazy.
you're welcome
*IMPLODEs*
you cool kidz!
oh and if simultaneous equations dont do it, her textbook probs want some guess and checking to be done. and damn long and worthless process
Post a Comment