1) Two triangles are similar if they have congruent angles and proportional sides (for each corresponding leg).
2) So let's check whether there are similar triangles by setting a proportion:
3) So yes they are similar, i.e. ΔCAB ~ΔHGJ
Answer
The answer to this problem is a
Step-by-step explanation:
You times 6 x 6 then add 2 ad minus that from 64 then thats the answer
(PLEASE GIVE THIS BRAINLIEST)Multiply the numbers
3
8
=
6
−
1
⋅
7
2
+
1
4
3
8
=
6
w
−
1
⋅
7
2
w
+
14
83=6w−1⋅27w+14
3
8
=
6
−
7
2
+
1
4
Combine multiplied terms into a single fraction
3
8
=
6
−
7
2
+
1
4
3
8
=
6
w
−
7
2
w
+
14
83=6w−27w+14
3
8
=
6
+
−
7
2
+
1
4
3
8
=
6
w
+
−
7
w
2
+
14
83=6w+2−7w+14
3
Find common denominator
3
8
=
6
+
−
7
2
+
1
4
3
8
=
6
w
+
−
7
w
2
+
14
83=6w+2−7w+14
3
8
=
2
⋅
6
2
+
−
7
2
+
2
⋅
1
4
2
3
8
=
2
⋅
6
w
2
+
−
7
w
2
+
2
⋅
14
2
83=22⋅6w+2−7w+22⋅14
4
Combine fractions with common denominator
3
8
=
2
⋅
6
2
+
−
7
2
+
2
⋅
1
4
2
3
8
=
2
⋅
6
w
2
+
−
7
w
2
+
2
⋅
14
2
83=22⋅6w+2−7w+22⋅14
3
8
=
2
⋅
6
−
7
+
2
⋅
1
4
2
3
8
=
2
⋅
6
w
−
7
w
+
2
⋅
14
2
83=22⋅6w−7w+2⋅14
5
Multiply the numbers
3
8
=
2
⋅
6
−
7
+
2
⋅
1
4
2
3
8
=
2
⋅
6
w
−
7
w
+
2
⋅
14
2
83=22⋅6w−7w+2⋅14
3
8
=
1
2
−
7
+
2
⋅
1
4
2
3
8
=
12
w
−
7
w
+
2
⋅
14
2
83=212w−7w+2⋅14
6
Multiply the numbers
3
8
=
1
2
−
7
+
2
⋅
1
4
2
3
8
=
12
w
−
7
w
+
2
⋅
14
2
83=212w−7w+2⋅14
3
8
=
1
2
−
7
+
2
8
2
3
8
=
12
w
−
7
w
+
28
2
83=212w−7w+28
7
Combine like terms
3
8
=
1
2
−
7
+
2
8
2
3
8
=
12
w
−
7
w
+
28
2
83=212w−7w+28
3
8
=
5
+
2
8
2
3
8
=
5
w
+
28
2
83=25w+28
8
Multiply all terms by the same value to eliminate fraction denominators
3
8
=
5
+
2
8
2
3
8
=
5
w
+
28
2
83=25w+28
2
⋅
3
8
=
2
(
5
+
2
8
2
)
2
⋅
3
8
=
2
(
5
w
+
28
2
)
2⋅83=2(25w+28)
9
Cancel multiplied terms that are in the denominator
2
⋅
3
8
=
2
(
5
+
2
8
2
)
2
⋅
3
8
=
2
(
5
w
+
28
2
)
2⋅83=2(25w+28)
2
⋅
3
8
=
5
+
2
8
2
⋅
3
8
=
5
w
+
28
2⋅83=5w+28
10
Multiply the numbers
2
⋅
3
8
=
5
+
2
8
2
⋅
3
8
=
5
w
+
28
2⋅83=5w+28
3
4
=
5
+
2
8
3
4
=
5
w
+
28
43=5w+28
11
Subtract
2
8
28
28
from both sides of the equation
3
4
=
5
+
2
8
3
4
=
5
w
+
28
43=5w+28
3
4
−
2
8
=
5
+
2
8
−
2
8
3
4
−
28
=
5
w
+
28
−
28
43−28=5w+28−28
12
Simplify
Subtract the numbers
Subtract the numbers
−
1
0
9
4
=
5
−
109
4
=
5
w
−4109=5w
13
Divide both sides of the equation by the same term
−
1
0
9
4
=
5
−
109
4
=
5
w
−4109=5w
−
1
0
9
4
5
=
5
5
−
109
4
5
=
5
w
5
5−4109=55w
14
Simplify
Divide the numbers
Cancel terms that are in both the numerator and denominator
Move the variable to the left
=
−
1
0
9
2
0
w
=
−
109
20
w=−20109
