A binomial logit model is estimated to determine the ownership of a Bank Debit card in a
selected Suburb in South Africa. The Bank Debit card is a binary variable with Y=1 for debit
card holder and zero otherwise. The number of households is 60. The estimated binomial logit
model is given by πΏπ
πΏπ = -0.55574 + 0.0012π΅π - 0.1202ππ β 1.352π π + 1.452πΈπ
z = (β0.7316) (1.97) (β2.567) (-1.98) (2.89)
McFadden R2 = 0.1007,
LR statistics = 7.6073,
Prob(LR statistics) = 0.0155
where π΅π= account balance in rands
ππ = frequency of ATM transactions
π π = 1 if interest is paid on the account balances and zero otherwise.
πΈπ= 1 if employed in formal sector and zero if in the informal sector.
3.1 What are your priori expectations of each determinant on the Bank Debit card?
(2)
3.2 Interpret the estimated coefficient in the model.
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