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5de+9e+7d+10e=5de+7d+19e
To solve the equation 6d - 3d + 2d = 35, we first combine like terms on the left side. This gives us 5d + 2d = 35. Combining like terms further, we get 7d = 35. To find the value of the unknown variable "d," we divide both sides by 7, resulting in d = 5.
3e+7e = 10e
Expressed algebraically, d + 7d = 8d.
2e - 12 = 7e + 8Add 12 to both sides: 2e = 7e + 20 subtract 7e from both sides: -5e = 20 divide both sides by -5: e = -4