Answer :
Answer:
Step-by-Step Solution:
Simplify Inside the Parentheses:
For the left-hand side (LHS):
3
×
−
5
22
=
−
15
22
3×
22
−5
=
22
−15
4
(
−
15
22
+
2
)
−
5
(
6
×
−
5
22
−
1
)
4(
22
−15
+2)−5(6×
22
−5
−1)
For the right-hand side (RHS):
2
(
−
5
22
−
8
)
−
6
(
7
×
−
5
22
−
4
)
2(
22
−5
−8)−6(7×
22
−5
−4)
Continue Simplifying Inside the Parentheses:
For LHS:
−
15
22
+
2
=
−
15
22
+
44
22
=
29
22
22
−15
+2=
22
−15
+
22
44
=
22
29
6
×
−
5
22
=
−
30
22
6×
22
−5
=
22
−30
−
30
22
−
1
=
−
30
22
−
22
22
=
−
52
22
22
−30
−1=
22
−30
−
22
22
=
22
−52
For RHS:
−
5
22
−
8
=
−
5
22
−
176
22
=
−
181
22
22
−5
−8=
22
−5
−
22
176
=
22
−181
7
×
−
5
22
=
−
35
22
7×
22
−5
=
22
−35
−
35
22
−
4
=
−
35
22
−
88
22
=
−
123
22
22
−35
−4=
22
−35
−
22
88
=
22
−123
Multiply by Constants Outside the Parentheses:
For LHS:
4
(
29
22
)
=
116
22
4(
22
29
)=
22
116
−
5
(
−
52
22
)
=
260
22
−5(
22
−52
)=
22
260
116
22
+
260
22
=
376
22
22
116
+
22
260
=
22
376
For RHS:
2
(
−
181
22
)
=
−
362
22
2(
22
−181
)=
22
−362
−
6
(
−
123
22
)
=
738
22
−6(
22
−123
)=
22
738
−
362
22
+
738
22
=
376
22
22
−362
+
22
738
=
22
376
Compare LHS and RHS:
376
22
=
376
22
22
376
=
22
376
Both sides of the equation are equal.