A poultry farmer in Lufyanyama has obtained a loan from the Bank to boost his poultry business. He provides you with data to help him optimize the sales. The data is that Old hens can be bought for K2 each but young one cost K5 each. The old hens lay 3 eggs per week and young ones 5 eggs per week, each egg being worth 30ngwee. A hen cost K1 per week to feed. If a person has only K80 to spend on hens, how many of each kind should he buy to get a profit of more than K6 per week assuming that he can’t house more than 20 hens?
P(0 < z < z⁰)=0.1700
(N*a_{2}*C*r_{2}*O_{7})/(H_{2}*S*O_{4}) what is the molecular of this?
P(1.12 < z < 1.39)
Let K be a field and f : Z → K the homomorphism of
integers into K.
a) Show that the kernel of f is a prime ideal. If f is an embedding,
then we say that K has characteristic zero.
b) If kerf f= {0}, show that kerf is generated by a prime number
p. In this case we say that K has characteristic p.
A balloon is fitted over the open end of a glass beaker that contains water.
The beaker is placed over a flame, which heats the water. At the same time,
the balloon is squeezed, so that it deflates. What are the correct signs for the
heat and work changes to the beaker and balloon system?
O A. -Q.+w
O B. +Q,+W
O C. -Q,-W
O D. +0. -w
Prove that the probability of P(A/B)=0
Calculate the strength of an electric field 1.2 m away from a point charge of 7.4 x 10-5C.
Calculate the magnitude of force that would act on an object carrying a charge of 3.2 x 10-5C if it was placed in a magnetic field with a strength 4.27 x 104 N/C.
102-45