Using distributive property, the first one is 8, the second is 11, the third is 12, fourth is -5.
The distributive property states that an expression of the form A(B + C) can be solved by a multiplication over addition operation that is
A(B + C) = AB + AC
This property is known by distributive law and applies to subtraction also.
−5x + 6(4x + 15) = 242
-5x + 24x + 90 = 242
19x = 152
x = 8
Thus, the first one is 8
−7x + 7(−2x + 25) = −56
-7x - 14x + 175 = -56
-21x = -231
x = 11
Thus, the second is 11
4x + 5(5x − 39) = 153
4x + 25x - 195 = 153
29x = 348
x = 12
Thus, third is 12
6x − 5(6x + 39) = −75
6x - 30x + 195 = -75
-24x = -270
x = - 5
fourth is -5
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