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What is the answer to 12 equals 24-y?

Updated: 9/20/2023

Wiki User

∙ 13y ago

Best Answer

12 = 24-y

then

y = 12

Wiki User

∙ 13y ago

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What is the y-intercept of the graph of 4x-24y equals 24?

4x-24y = 24 -24y = -4x+24 y = 1/6x-1 So the y intercept is -1

What number needs to be eliminated to solve this equation 136 equals 24y?

24

What is the gcf if 12xy and 24y?

12y

How do you Simplify the square root of 24y to the 11th power?

2y5square root of 6y

What does 3x-4y equals 12 equal?

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

Related questions

What is the y-intercept of the graph of 4x-24y equals 24?

4x-24y = 24 -24y = -4x+24 y = 1/6x-1 So the y intercept is -1

What number needs to be eliminated to solve this equation 136 equals 24y?

24

What is the answer to -32y2-24y equals 0?

-32y2 - 24y = 0 Multiply by -1: 32y2 + 24y = 0 Factorise: 8y*(4y + 3) = 0 So 8y = 0 or 4y + 3 = 0 that is, y = 0 or y = -3/4

What is the solution to 2y3 16y2 24y?

The solution to 2y^3 - 16y^2 + 24y is factored as 2y(y^2 - 8y + 12), which further simplifies to 2y(y - 2)(y - 6).

What is the x and y intercepts for 2x-3y equals 24?

x-intercept:2x = 24x = 12y-intercept:-3y = 24y = -8

What are the two numbers whose sum is twelve and whose difference between their squares is forty eight?

4 & 8 Watch me closely. X + Y = 12 AND X^2 - Y^2 =48 Solve 1st equation for X ; X = 12 - Y Substitute into 2nd equation [12 - Y]^2 - y^2 = 48 144 - 24Y + Y^2 - Y^2 = 48 144 - 24Y = 48 24Y = 96 Y = 4 and X = 8

What are the prime factorization of 24y?

2 x 2 x 2 x 3 x y = 24y

What is the GCF of 12xy and 24y?

12y

What is the gcf if 12xy and 24y?

12y

What is 14x plus 24y?

50x and 60y

What is the point of contact when the circles x2 plus y2 -6x plus 8y -75 equals 0 and x2 plus y2 -30x -24y plus 269 equals 0 touch each other?

1st circle: x^2 +y^2 -6x +8y -75 = 01st circle: center at (3, -4) and radius 102nd circle: x^2 +y^2 -30x -24y +269 = 02nd circle: center at (15, 12) and radius 10Midpoint of (15, 12) and (3, -4): (9, 4) which is the point of contactProof: distance from (15, 12) to (9, 4) = 10Proof: distance from (3, -4) to (9, 4) = 10

What is the product of y4 and middot y6?

It is 24y^2.

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