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Simplifying d = wr Solving d = rw Solving for variable 'd'. Move all terms containing d to the left, all other terms to the right. Simplifying d = rw
| 52x-3x^2=0 | | (-8x+4)(-16x+2)-(2x-2)(64x-5)=-5+6 | | -8y=30 | | -5(-6v+5)-8v=4(v-4)-1 | | 3(4x-3)=25 | | 7-(-19z+1)(-6z-3)=-6-(2z+3)(57z+5) | | d=2a+5 | | -3u+8=-8(u-6) | | 6/7(7/6a) | | -12(-2)= | | 5=2(w-5)-7w | | x-4/8=-5 | | v/-9-8=-4 | | v/-9-8=-5 | | 17(-7y-19)-9y(-14y-2)=6+2y(63y+5) | | -12=6w+18-9w | | 7k+8=3k-9 | | 29-15d=35 | | -2(-35)= | | -5+4y+13(17y-4)=-12+13(5y-3)-20(5y+9) | | 6x+23=-26 | | -7(18z-19)-4z-13z(-14z-17)=91z(2z-12) | | 5(3n-4)=(8n+1)+7 | | r/-2+11=15 | | x/3-3.4=-10.9 | | 7(-10)= | | (6(y-6)/5)=-3y | | 8(9z+4)+9=-8z | | (-7x+12)/(2x-5) | | -9=6+3w | | -14z(-7z+18)=17z+49z(2z-6)-8 | | 3x^3+4x^2y+3xy^2+4y^3= |