Question
The sides of a square are given are in cm the sides are 4y-3, 4x+1, 5y-3x, y+3x. Find xand y and the area of the square
Answers
GPT 3.5
Since the sides of the square are given as 4y-3, 4x+1, 5y-3x, and y+3x, we can set them equal to each other.
4y-3 = 4x+1
5y-3x = y+3x
Now we can solve these equations to find the values of x and y.
From the first equation:
4y-3 - 4x = 1
4y - 4x = 4
y - x = 1
From the second equation:
5y-3x - y = 3x
4y - 4x = 3x
y - x = 3/4
Now we have a system of equations to solve:
y - x = 1
y - x = 3/4
Since these equations do not have a unique solution, it means that there is no unique value for x and y. This means that the given side lengths do not form a square.
Therefore, we cannot find the area of the square.
4y-3 = 4x+1
5y-3x = y+3x
Now we can solve these equations to find the values of x and y.
From the first equation:
4y-3 - 4x = 1
4y - 4x = 4
y - x = 1
From the second equation:
5y-3x - y = 3x
4y - 4x = 3x
y - x = 3/4
Now we have a system of equations to solve:
y - x = 1
y - x = 3/4
Since these equations do not have a unique solution, it means that there is no unique value for x and y. This means that the given side lengths do not form a square.
Therefore, we cannot find the area of the square.