z = -1/7
2 + 14z = -8 + 9zSubtract 9z from each side:2 + 5z = -8Subtract 2 from each side:5z = -10Divide each side by 5:z = -2
14 oz is 1.75 cups
It is: 14z/28 = z/2 in its simplest form
16Z
Well that written out is 14z+8=12 so first you want to subtract 8 to get 14z=4. Now I. Order To make both sides equal, you have to divide by 14 on both sides. That leaves you with z=.28571429
2(x - 3y + 7z)
The LCM is: 98z
It is an expression in two variables, z and t. It can be simplified to 14z + 2t or 2*(7z + t)
2x+5y+2z-3w=3 3x+6y+5z+2w=2 4x+5y+14z+14w=11
Since 98y9 is a multiple of 14y2, it is automatically the LCM of this problem.
-2z + 3
To find the intercepts of the equation (7x + 2y - 14z = 56), we determine where the equation intersects the axes. For the x-intercept, set (y = 0) and (z = 0): (7x = 56 \Rightarrow x = 8), so the x-intercept is ((8, 0, 0)). For the y-intercept, set (x = 0) and (z = 0): (2y = 56 \Rightarrow y = 28), so the y-intercept is ((0, 28, 0)). For the z-intercept, set (x = 0) and (y = 0): (-14z = 56 \Rightarrow z = -4), so the z-intercept is ((0, 0, -4)). Thus, the intercepts are ((8, 0, 0)), ((0, 28, 0)), and ((0, 0, -4)).