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Answer :
To find the height of the upper portion of the hall stand, subtract the base height from the total height using fractions.
The total height of the hall stand is 59 1/2 inches and the base is 25 7/16 inches. To find the height of the upper portion of the stand, we need to subtract the base height from the total height.
Convert the total height and base height into fractions: 59 1/2 inches = 59.5 inches, 25 7/16 inches = 25.4375 inches.
Subtract the base height from the total height to find the height of the upper portion: 59.5 - 25.4375 = 34.0625 inches.
The upper portion of the stand is 34 1/16 inches tall.
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The length if the upper portion of the stand is 33. 56 inches
How to determine the length
The formula for the finding the length is given thus;
Total height = length of upper portion + length of base
Where
Length of base = 257/16
Total height = 591/2
Length of upper portion = total height - length of base
= 118/2 - 407/16
= 59 - 25. 44
= 33. 56 inches
Thus, the length if the upper portion of the stand is 33. 56 inches
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