Answer:
a
The tension in the string is 
b
The new balance reading is 
Explanation:
From the question we are told that
The mass of the beaker of water is 
The diameter of the copper ball is 
There are two forces acting on the copper ball
The first is the Buoyant force of the water pushing it up which is mathematically represented as

Where
is the density of water which has value of 
g is the acceleration due to gravity 
is the volume of water displaced by the copper ball which is mathematically evaluated as

The radius r is 
Substituting value

Substituting for F

The second force is the weight of the copper ball which is mathematically represented as

Now m is the mass which can be mathematically evaluated as

Where is the density of copper with value of 
So 

So the weight of copper is


Now the tension the string would be mathematically evaluated as

So 

From this value we that the string is holding only 0.85 N of the copper weight thus (0.956 - 0.85 = 0.1065 N ) is being held by the balance
Now the mass equivalent of this weight is mathematically evaluated as


Converting to grams

So the new balance reading is

