• 32” TV height: 16” width: _____
• _____ TV height: 34” width: 61”
• 60” TV height: 30” width: _____
• _____ TV height: 20” width: 35”
• 52” TV height: _____ width: 45”
• 32” TV height: 16” width: 28”
• _____ TV height: 34” width: 61”
• 60” TV height: 30” width: 53”
• _____ TV height: 20” width: 35”
• 52” TV height: 29” width: 45”
No wait. Another post
I apologize for any confusion. Here are the corrected dimensions for the given TVs:
- 32” TV height: 16” width: 28”
- _____ TV height: 34” width: 61”
- 60” TV height: 30” width: 53”
- _____ TV height: 20” width: 35”
- 52” TV height: 29” width: 45”
To find the missing width for each TV, we can use proportions to compare the height and width measurements.
For the 32" TV:
Let x be the width. We can set up the proportion: 16/32 = x/32.
By cross-multiplying and solving for x, we get: x = 16. Therefore, the width of the 32" TV is 16".
For the _____ TV with a height of 34":
Let x be the width. We can set up the proportion: 34/x = 61/34.
By cross-multiplying and solving for x, we get: x = 61. Therefore, the width of the _____ TV with a height of 34" is 61".
For the 60" TV:
Let x be the width. We can set up the proportion: 30/60 = x/60.
By cross-multiplying and solving for x, we get: x = 30. Therefore, the width of the 60" TV is 30".
For the _____ TV with a height of 20":
Let x be the width. We can set up the proportion: 20/x = 35/20.
By cross-multiplying and solving for x, we get: x = 35. Therefore, the width of the _____ TV with a height of 20" is 35".
For the 52" TV with a width of 45":
Let x be the height. We can set up the proportion: x/52 = 45/52.
By cross-multiplying and solving for x, we get: x = 45. Therefore, the height of the 52" TV is 45".
Here are the missing widths and heights for each TV:
• 32” TV: height = 16”, width = 16”
• _____ TV: height = 34”, width = 61”
• 60” TV: height = 30”, width = 30”
• _____ TV: height = 20”, width = 35”
• 52” TV: height = 45”, width = 45”