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How do you prove that xyz equals 1 if x equals logy z and y equals logz x and z equals logx y?
If xyz=1, then it is very likely that x=1, y=1, and z=1. So plug these in. 1=logbase1of1, 1=logbase1of1, 1=logbase1of1. You end up with 1=1, 1=1, and 1=1. That's your proof.
If T equals 3x plus 7y what is T when x equals 4 and y equals 6?
T = 3x + 7y; x = 4; y = 6T = 3x + 7y (substitute 4 for x, and 6 for y)T = 3(4) + 7(6) = 12 + 42 = 54
T over y equals x over w solve for x?
T/y = x/wMultiply each side by 'x':Tw/y = x
Is x equals 3 a solution of x-7 equals 4?
no.. x equals 11
X equals ab where a equals 21 and b equals 37 what is the answer to x?
x = ab x = 21*37 x = 777
If x equals y equals 2z and xyz equals 256 then what is the value of x?
8
If x equals 2 and y equals 3 and z equals 6 then what is the value of w if w equals xyz?
If x = 2 and y = 3 and z = 6 then the value of w if w = xyz is 36. (2 times 3 times 6)
What does xyz equals if x1.2 y3 and z04?
If you know the values, just multiply them. "xyz" refers to the product of x, y, and z.
Find the solutions of x² plus y² plus z² equals xyz?
1, that works, right?
XZY plus XYZ equals YZX. Then what are the numbers?
x=4,y=9,z=5
What property is used by xyz equals x times yz?
This illustrates the associative property.
How do you prove that xyz equals 1 if x equals logy z and y equals logz x and z equals logx y?
If xyz=1, then it is very likely that x=1, y=1, and z=1. So plug these in. 1=logbase1of1, 1=logbase1of1, 1=logbase1of1. You end up with 1=1, 1=1, and 1=1. That's your proof.
What is the answer to 7t equals x for t?
If: 7t = x Then: t = x/7
If T equals 3x plus 7y what is T when x equals 4 and y equals 6?
T = 3x + 7y; x = 4; y = 6T = 3x + 7y (substitute 4 for x, and 6 for y)T = 3(4) + 7(6) = 12 + 42 = 54
What does 9 x 8 equals?
72
What is the vertex of xyz?
It all depends on what xyz is. If xyz is an arc of a curve, there will be no vertex whereas if xyz is a triangle, each of x, y and z will be a vertex.
X equals T in RN. What does this mean?
X= Ten in roman numerals
