answersLogoWhite

0

x=12

y=4

User Avatar

Wiki User

13y ago

What else can I help you with?

Related Questions

What is the slope of line with the equation 2x 3y plus 6 equals 0?

Put the equation in this form: y=mx+b. Then m will be the slope. 2x3y+6=0 2x3y=-6 3y=-6/2x y=-2/2x y=-1/x This equation does not describe a straight line, but rather, it describes a curve.


How do you factor this. x2y2 plus 2x3y?

x^(2)y^(2) + 2x^(3) y To factor 'x^(2) is common to both terms. Hence x^(2) [ y^(2) + 2xy] 'y' is common to both terms Hence x^(2)y[ y + 2x ] Fully factored.


What is the simplified form of 2x3y-32x-1y3?

The expression cannot be simplified.


What is the LCM of 2x5y and 4x3y2?

The LCM of 2x5y and 4x3y2 is 4x5x3y2 = 60xy2.


What is this factor completely 2x3y 18xy - 10x2y - 90y?

2x^(3)y + 18xy - 10x^(2)y -90y Rearrange in ascending powers of 'x' . Hence 2x^(3)y - 10x^(2)y + 18xy -90y '2' & 'y' are common factor to all four terms. Hence 2y[ x^(3) - 5x^(2) + 9x - 45] Inside the 'square' brackets we factor the first two terms and the last two terms. Hence 2y[(x^(2){x - 5} + 9{x - 5}] To the two internal terms 'x - 5' is common. Hence 2y[x^(2) + 9)(x - 5)] Fully factored. NB 'x^(2) + 9 ' = x^(2) + 3^(2) does NOT factor . Remember two squared terms with a positive(+) between them does NOT factor. However, two squared terms with a negative(-) between them does factor.


What is the division sentence related to the following subtraction sentences 48-12 equals 36 36-12 equals 24 24-12 equals 12 12-12 equals 0?

48 divided by 12 equals 4. 48/12 = 4


If y equals 3x and 3x equals 12 then what does y equals?

y = 3x = 12y = 12


What is the answer -12 equals -14-12 equals?

The answer is "FALSE".


If 6a divided by 2 equals 12 then A equals?

If 6a divided by 2 equals 12 then A equals


What does 3x-4y equals 12 equal?

3x-4x=12 that means -x equals 12 so x equals -12


If 7.3.2 equals 15 6.5.3 equals 12 5.4.2 equals 12 8.7.5 equals 21 what will be 6.7.3 equals?

661


12 pound equals?

It equals exactly 12 pounds!