I am stuck with this problem can some let me know how to work this problem please help me

The representative tells you that floor plan #1 sells for $300,000 and floor plan #2 sells for $200,000. She also mentions that all the available houses combined are worth $3,300,000. Write an equation that illustrates this situation. Use the same variables you used in part a. (3 pts.)

300,000 + 200,000 =3300000

Multiply the first equation by 300,000
-300000x –300000 y = -5000000

Add to the second equation:
20000y = 500000
Divide by 20000:
y = 10000

x =10000
y

of plan 1
of plan 2

300,000 + 200,000 =3300000 is an illogical and false statement.

did you mean 300,000x + 200,000y =3300000 ?
then simplify by dividing each term by 100 000
3x + 2y = 33

you have no other information I can use to form a second equation.

b) The representative tells you that floor plan #1 sells for $300,000 and floor plan #2 sells for $200,000. She also mentions that all the available houses combined are worth $3,300,000. Write an equation that illustrates this situation. Use the same variables you used in part a. (3 pts.)

300,000 + 200,000 =3300000

Multiply the first equation by 300,000
-300000x –300000 y = -5000000

Add to the second equation:
20000y = 500000
Divide by 20000:
y = 10000

x =10000
y =

of plan 1
of plan 2

thank you for your help..This the whole problem

c) Use elimination to determine how many houses with each floor plan are available. Explain how you arrived at your answer. (3 pts.)

To solve this problem, let's assign variables to represent the number of houses of each floor plan. Let's say x represents the number of floor plan #1 houses and y represents the number of floor plan #2 houses.

According to the information given, floor plan #1 sells for $300,000 and floor plan #2 sells for $200,000. Therefore, the equation for the value of the floor plan #1 houses would be:

Value of floor plan #1 houses = 300,000 * x

Similarly, the equation for the value of the floor plan #2 houses would be:

Value of floor plan #2 houses = 200,000 * y

Now, the representative also mentions that all the available houses combined are worth $3,300,000. This can be represented by the equation:

300,000 * x + 200,000 * y = 3,300,000

So, the equation that illustrates this situation is:

300,000x + 200,000y = 3,300,000

To solve this equation, you can use algebraic methods such as substitution, elimination, or graphing. In the steps you mentioned, it seems that you multiplied the first equation by 300,000 and added it to the second equation. However, the values in your calculations seem to be incorrect.

To find the values of x and y, you would need to substitute the values of x and y into the equation and solve for x and y.