Answer:
x-90/6
Step-by-step explanation:
first we Combine multiplied terms into a single fraction
56x−3−(23x+12)
56−3−(23+12)
2nd we Combine multiplied terms into a single fraction
5x6−3−(23x+12)
56−3−(23+12)
3rd Find common denominator
5x6−3−(2x3+12)
56−3−(23+12)
4 Combine fractions with common denominator
5x6−3−(2x3+3⋅123)
56−3−(23+3⋅123)
5 Multiply the numbers
6−3−(2x+3⋅12)
56−3−(2+36 /3)
6 Find common denominator
6−3−2x+363
56−3−2+363
7 Combine fractions with common denominator
5x6+6(−3)6+2(−(2x+36))
656+6(−3)6+2(−(2+36))6
8 Multiply the numbers
65+6(−3)+2(−(2+36))
5x−18+2(−(2x+36))65−18+2(−(2+36))6
9 Distribute
65−18+2(−(2+36))
65−18+2(−2−36)
10 . Distribute
65−18+2(−2−36)
65−18−4−726
11. Subtract the numbers
5x−18−4x−7265−18−4−726
12. Combine like terms
5x−90−4x65−90−46
13. Multiply by 1
1x−9061−906
final answer is. x-90/6
