Hi, I am in an intro to C++ class, and need help with a homework. The below question requires us to allocate seats in the House for each state according to how large its population is. The entire problem is given all the way below.

I have 2 queries:

1) Im not sure if im reading the question correctly, but this is what i would do : multiply each of the 58 multipliers(2-60) with each of the 50 populations to give about 3000 total values and store this in an array. Then, we have to go through everyone of them, and find the largest 384(435-51) and store them in another array. is this correct?

2) I made an array of size 61 to store the multipliers 2 to 60. I made multiplier[0] and multiplier[1] equal 0 and the rest correspond to their respective mulitpliers. How ever when i ran the code, it kept saying "ambiguous call to overloaded function" for the last line. I couldnt find out what the mistake was ... the code is shown below.

```
int
n; float a;
for
(n = 2; n <= 60; n++)
{
float multiplier[61];
multiplier[0] = 0;
multiplier[1] = 0;
multiplier[n]= 1/(sqrt(n)*sqrt(n-1));
}
```

thanks a lot,

victor

```
House of Representatives :
This method assigns seats in the House of Representatives according to a "priority" value. The priority value is determined by multiplying the population of a state by a "multiplier." For example, following the 1990 census, each of the 50 states was given one seat out of the current total of 435. The next, or 51st seat, went to the state with the highest priority value and thus became that state's second seat. This continued until all 435 seats had been assigned to a state. This is how it is done.
P - represents a state's total population
n - represents the number of seats a state would have if it gained a seat (because all states automatically received one seat the next seat gained is "seat two," and the next "seat three," and the next "seat four," and so on.)
The multiplier equals (1 divided by (the square root of n(n-1)) [which is called the reciprocal of the geometric mean]. Computing these values is quite easy using a PC and a good spreadsheet package.
Thus the formula for calculating the multiplier for the second
seat is:
(1 divided by the square root of 2(2-1))
or
1/1.414213562 or 0.70710678
the multiplier for the third seat is:
(1 divided by the square root of 3(3-1))
or
1/2.449489743 or 0.40824829
the multiplier for the fourth seat is:
(1 divided by the square root of 4(4-1))
or
1/3.464101615 or 0.288675134
Once the "multipliers" have been calculated, the next step is to multiply this figure by the population total for each of the 50 states. The resulting numbers are the priority values. Make sure you compute enough multipliers to cover the largest amount of seats in the House of Representatives that any one state stands to gain. Multipliers and priority values must be calculated for the largest number of seats assigned to a state. For example, if the largest number of seats assigned to a state is 50, multipliers and priority values must be calculated for the 50th seat. Compute multipliers for seats 2 through 60. This will assure you have enough multipliers for apportionment.
Once you've calculated priority values for each state for the total anticipated seats, the next step is to rank and number the resulting priority values starting with seat 51 until all 435 seats have been assigned (remember, each state automatically received one seat). Next, tally the number of seats for each state to arrive at the total number of seats in the House of Representatives apportioned to each state.
```