There is no solution to the equation 29 plus d 54 24 25 26.
6x = 28 - x (just replace x with 4) 6(4) =? 28 - 4 24 =? 28 - 4 24 = 24 True So that 4 is a solution of the given equation.
It is a linear expression in two variables, x and y. Since there is no equation in the questionthere cannot be a solution.
-24 The equation: -67 + 43 = -24.
Since a day has 24 hours, you divide the hours by 24. In equation form:h = 24dor the equivalent:d = h/24
If (-12, 24) satisfies the equation (makes it a true statement), then it is a solution to the equation. Chek: y = x + 12; replace y with 24, and x with -12 24 =? -12 + 12 24 = 0 false Therefore, (-12, 24) is not a solution.
21 is the only solution of that equation.
Yes, Y = 24-17 Y = 7
Divide both sides by -3: b = 24/(-3) = -8
Multiplying the first equation by -3 gives -21x - 6y = -48 but the other equation gives 24 as the value of the same expression, so you are correct, there is no solution
x-11=13, x-11+11 = 13+11, x=24 No, 28 is not the solution to the equation
There is no solution to the equation 29 plus d 54 24 25 26.
That simply means that there is no integer solution to:24n = 12 For comparison, 4 IS a factor; so the equation: 4n = 12 DOES have an integer solution.
Given the ordered pair (3, y), what value of ywould make the ordered pair a solution of the equation 4x − 2y = 24?12
6x = 28 - x (just replace x with 4) 6(4) =? 28 - 4 24 =? 28 - 4 24 = 24 True So that 4 is a solution of the given equation.
The solution of the system of the two equations, 4x - y = 33 and 5y = 24 may be found by first solving the second equation for y: y = 24/5. then substituting this value into the first equation to produce 4x - (24/5) = 33, or x = [33 + (24/5)]/4 = [(189/5)/4] = (189/20).
There are no such real numbers.Let the numbers be x and (2-x). The equation representing the question is:x(2-x) = 24 2x-x2 = 24 2x = x2+24 0 = x2-2x+24 x2-2x+24=0.In solving this equation, a=1, b=-2 and c=24. The discriminant is b2-4ac = (-2)2-4(1)(24) = 4-96 = -92.Since the discriminant is negative, the equation has no solution.