Solve the following number puzzles.

The problems follow two patterns, derived from the examples:

1. The sum of the number in the top-left corner and the number in the bottom-right corner equals the number in the outside box. $$\text{Top-Left} + \text{Bottom-Right} = \text{Outside Box}$$
2. The number in the bottom-left corner is twice the number in the top-right corner. $$\text{Bottom-Left} = 2 \times \text{Top-Right}$$

Let's solve each problem:

:

• Given: Top-Left = 18, Top-Right = 20, Bottom-Left = 36, Outside Box = 50. Missing: Bottom-Right.
• Using Pattern 1: $$18 + \text{Bottom-Right} = 50$$ $$\text{Bottom-Right} = 50 - 18$$ $$\text{Bottom-Right} = 32$$
• (Note: Pattern 2, $36 = 2 \times 20$, is not true for this problem, so we only use Pattern 1 for the missing value.)
• Your answer of 30 is incorrect.
• The missing number is $\boxed{\text{32}}$.

:

• Given: Top-Left = 82, Bottom-Left = 28, Bottom-Right = 63, Outside Box = 145. Missing: Top-Right.
• Using Pattern 2: $$28 = 2 \times \text{Top-Right}$$ $$\text{Top-Right} = \frac{28}{2}$$ $$\text{Top-Right} = 14$$
• (Note: Pattern 1, $82 + 63 = 145$, is consistent with the given outside box.)
• The missing number is $\boxed{\text{14}}$.

:

• Given: Top-Left = 42, Top-Right = 50, Bottom-Left = 11, Outside Box = 53. Missing: Bottom-Right.
• Using Pattern 1: $$42 + \text{Bottom-Right} = 53$$ $$\text{Bottom-Right} = 53 - 42$$ $$\text{Bottom-Right} = 11$$
• (Note: Pattern 2, $11 = 2 \times 50$, is not true for this problem, so we only use Pattern 1 for the missing value.)
• The missing number is $\boxed{\text{11}}$.

:

• Given: Top-Left = 64, Top-Right = 44, Bottom-Left = 88, Bottom-Right = 42. Missing: Outside Box.
• Using Pattern 1: $$\text{Outside Box} = 64 + 42$$ $$\text{Outside Box} = 106$$
• (Note: Pattern 2, $88 = 2 \times 44$, is true for this problem.)
• Your answer of 106 is correct.
• The missing number is $\boxed{\text{106}}$.

:

• Given: Top-Left = 43, Top-Right = 42, Bottom-Left = 84, Outside Box = 62. Missing: Bottom-Right.
• Using Pattern 1: $$43 + \text{Bottom-Right} = 62$$ $$\text{Bottom-Right} = 62 - 43$$ $$\text{Bottom-Right} = 19$$
• (Note: Pattern 2, $84 = 2 \times 42$, is true for this problem.)
• The missing number is $\boxed{\text{19}}$.

:

• Given: Top-Left = 34, Top-Right = 100, Bottom-Left = 11, Outside Box = 45. Missing: Bottom-Right.
• Using Pattern 1: $$34 + \text{Bottom-Right} = 45$$ $$\text{Bottom-Right} = 45 - 34$$ $$\text{Bottom-Right} = 11$$
• (Note: Pattern 2, $11 = 2 \times 100$, is not true for this problem, so we only use Pattern 1 for the missing value.)
• The missing number is $\boxed{\text{11}}$.

:

• Given: Top-Left = 58, Top-Right = 60, Bottom-Left = 120, Bottom-Right = 22. Missing: Outside Box.
• Using Pattern 1: $$\text{Outside Box} = 58 + 22$$ $$\text{Outside Box} = 80$$
• (Note: Pattern 2, $120 = 2 \times 60$, is true for this problem.)
• Your answer of 80 is correct.
• The missing number is $\boxed{\text{80}}$.

:

• Given: Top-Left = 73, Bottom-Left = 300, Bottom-Right = 61, Outside Box = 134. Missing: Top-Right.
• Using Pattern 2: $$300 = 2 \times \text{Top-Right}$$ $$\text{Top-Right} = \frac{300}{2}$$ $$\text{Top-Right} = 150$$
• (Note: Pattern 1, $73 + 61 = 134$, is consistent with the given outside box.)
• The missing number is $\boxed{\text{150}}$.

:

• Given: Top-Right = 48, Bottom-Left = 96, Bottom-Right = 42, Outside Box = 92. Missing: Top-Left.
• Using Pattern 1: $$\text{Top-Left} + 42 = 92$$ $$\text{Top-Left} = 92 - 42$$ $$\text{Top-Left} = 50$$
• (Note: Pattern 2, $96 = 2 \times 48$, is true for this problem.)
• Your answer of 50 is correct.
• The missing number is $\boxed{\text{50}}$.

:

• Given: Top-Left = 63, Top-Right = 39, Bottom-Left = 78, Outside Box = 80. Missing: Bottom-Right.
• Using Pattern 1: $$63 + \text{Bottom-Right} = 80$$ $$\text{Bottom-Right} = 80 - 63$$ $$\text{Bottom-Right} = 17$$
• (Note: Pattern 2, $78 = 2 \times 39$, is true for this problem.)
• The missing number is $\boxed{\text{17}}$.