Mankeu Kelompok Cash Budget

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Kumpulan Soal dan Penyelesaian Mengenai Cash Management Models Untuk memenuhi salah satu tugas mata kuliah Management Keuangan Oleh : Angga Hadi Purnomo 115121035 Barkah Suparman 115121037 Dela Milka Ratu 115121041 Miranti Duma S 115121048 Nur Fajrina Dewi 115121050 Rezky Ayu R. 115121054 Virna Fajrin Q. 115121060 Whindy Nurwanda 115121062 Kelas 2 KP-B Jurusan Akuntansi Program Studi Keuangan dan Perbankan

Transcript of Mankeu Kelompok Cash Budget

Page 1: Mankeu Kelompok Cash Budget

Kumpulan Soal dan Penyelesaian Mengenai

Cash Management Models

Untuk memenuhi salah satu tugas mata kuliah Management Keuangan

Oleh :

Angga Hadi Purnomo 115121035

Barkah Suparman 115121037

Dela Milka Ratu 115121041

Miranti Duma S 115121048

Nur Fajrina Dewi 115121050

Rezky Ayu R. 115121054

Virna Fajrin Q. 115121060

Whindy Nurwanda 115121062

Kelas 2 KP-B

Jurusan Akuntansi

Program Studi Keuangan dan Perbankan

Politeknik Negeri Bandung

2013

Page 2: Mankeu Kelompok Cash Budget

A. Example using the Baumol model

A company generates $10,000 per month excess cash, which it intends to invest

in short-term securities. The interest rate it can expect to earn on its investment

is 5% pa. The transaction costs associated with each separate investment of

funds is constant at $50.

Required:

a) What is the optimum amount of cash to be invested in each transaction?

b) How many transactions will arise each year?

c) What is the cost of making those transactions pa?

d) What is the opportunity cost of holding cash pa?

Solution:

a) Q (Cash investment) = √ 2 x50 x $10,000 x 120.05=$15,492

b)Number of transaction pa = 120,00015,492

= 7,75

c) Annual transaction cost = 7.55 x $ 50 = $ 387

d)Annual opportunity cost (holeding cost) = 5% x 15,4922 = $ 387

i

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B. Example using the Miller-Orr model

The minimum cash balance of $20,000 is required at Miller-Orr Co,and

transferring money to or from the bank costs $50 per transaction.

Inspection of daily cash flows over the past year suggests that the

standard deviation is $3,000 per day, and hence the variance (standard

deviation squared) is $9 million. The interest rate is 0.03% per day.

Calculate:

(a)the spread between the upper and lower limits?

(b)the upper limit?

(c) the return point?

Solution:

(a)Spread = 3 (3/4 × 50× 9,000,000/0.0003)1/3 = $31,200

(b)Upper limit = 20,000 + 31,200 = $51,200

(c) Return point = 20,000 + 31,200/3 = $30,400