Explain the relationship between MPS and MPC with the help of equations.
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..MPC + MPS = 1
( MPC= ∆C / ∆Y
&
MPS = ∆S / ∆Y
=> ∆Y = ∆C + ∆ S
=> MPC+ MPS = ∆C/∆Y + ∆S/ ∆Y
= ∆C + ∆S /∆Y = ∆Y/∆Y = 1
MPS +MPC =1
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Explain the relationship between MPS and MPC
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