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x = 5y3/6
6y6-5y3-4
To determine the number of solutions for the system of equations given by (2x - 10y = 6) and (x = 5y + 3), we can substitute the expression for (x) from the second equation into the first equation. This results in a single equation in terms of (y). If this leads to a consistent solution (one value for (y)), there will be one unique solution for the system. If it leads to a contradiction or infinitely many solutions, that will change the outcome. Solving both equations reveals they intersect at one point, indicating there is exactly one solution.
-2x-6= -2x-6Another answer:-2x-6 = 2x+6-2x-2x = 6+6-4x = 12x = -3
2x - 3 = 2x - 52x = 2x - 22x - 2x = -20 =/= -2Zero is not equal to -2 so the answer is no solution.
x = 5y3/6
6y6-5y3-4
5y3 - 125y = 5y(y2-25) = 5y (y+5)(y-5)
45 - triode power amplifier 80 - fullwave rectifier 125A - - can't find data 1C5 - pentode power amplifier 5Y3 - equivalent to 80 5U4 - higher-rated version of 80/5y3 12SA6 - - can't find data - did you mean *12sa7* pentagrid converter
LCM(5y3, 25y6) = 25y6
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2X * 2X * 2X = 8X^3 2X^3 is saying 2*( X * X * X) = 2X^3
It is 2x+(-2x) = 0
2x * 2x (2*2=4) therefore, 2x*2x equals 4x2.
-2x-6= -2x-6Another answer:-2x-6 = 2x+6-2x-2x = 6+6-4x = 12x = -3
6x
2x2 + 2x = 2x(x+1)