5b(7a-3c)-d(7a-3c)=

Simple and best practice solution for 5b(7a-3c)-d(7a-3c)= equation. Check how easy it is, and learn it for the future. Our solution is simple, and easy to understand, so don`t hesitate to use it as a solution of your homework.

If it's not what You are looking for type in the equation solver your own equation and let us solve it.

Solution for 5b(7a-3c)-d(7a-3c)= equation:


Simplifying
5b(7a + -3c) + -1d(7a + -3c) = 0
(7a * 5b + -3c * 5b) + -1d(7a + -3c) = 0
(35ab + -15bc) + -1d(7a + -3c) = 0
35ab + -15bc + (7a * -1d + -3c * -1d) = 0
35ab + -15bc + (-7ad + 3cd) = 0

Reorder the terms:
35ab + -7ad + -15bc + 3cd = 0

Solving
35ab + -7ad + -15bc + 3cd = 0

Solving for variable 'a'.

Move all terms containing a to the left, all other terms to the right.

Add '15bc' to each side of the equation.
35ab + -7ad + -15bc + 15bc + 3cd = 0 + 15bc

Combine like terms: -15bc + 15bc = 0
35ab + -7ad + 0 + 3cd = 0 + 15bc
35ab + -7ad + 3cd = 0 + 15bc
Remove the zero:
35ab + -7ad + 3cd = 15bc

Add '-3cd' to each side of the equation.
35ab + -7ad + 3cd + -3cd = 15bc + -3cd

Combine like terms: 3cd + -3cd = 0
35ab + -7ad + 0 = 15bc + -3cd
35ab + -7ad = 15bc + -3cd

Reorder the terms:
35ab + -7ad + -15bc + 3cd = 15bc + -15bc + -3cd + 3cd

Combine like terms: 15bc + -15bc = 0
35ab + -7ad + -15bc + 3cd = 0 + -3cd + 3cd
35ab + -7ad + -15bc + 3cd = -3cd + 3cd

Combine like terms: -3cd + 3cd = 0
35ab + -7ad + -15bc + 3cd = 0

The solution to this equation could not be determined.

See similar equations:

| 12x+10=-58 | | 5=(4x+4) | | 9+4x=-2x-21 | | 49x^5y^5-28x^3y^5-7x^3y^4= | | 6-8x=-46 | | 7y+36=8 | | 3-5/4 | | 3/5x25 | | 3-5/4(6) | | x+6/5=61/30 | | -15/2+3 | | (11x+14)=(16x-6) | | 5x-11=3x-30 | | 3+(-15/2) | | 5x^5y^5+35x^4y^5= | | X-78=(3+8) | | 3x-7=41-x | | 2x+3=5x+1/3 | | .3x=12 | | 18x^2y-42xy^2= | | -6+4x=-6x-36 | | -x=0.88 | | 63-9x=-8x | | -6x+4x=126+7x | | -6-3x=9x+8 | | 3-(-15/2) | | 5.4*10^-1/2.7*10^1 | | -5/4(6) | | 8+3.5y=28 | | x-2=-6x+19 | | -3x+1=91+7x | | 3t^3-18t^2-19t+84=0 |

Equations solver categories