Started 3 weeks ago by Avdhesh Kumar in
A vertical tower OP stands at the centre O of a square ABCD. Let h and b denote the lengths OP and AB respectively. Suppose angle APB = 60 deg Then the relationship between h and b can be expressed as(1) 2b ^ 2 = h ^ 2(3) 3b ^ 2 = 2h ^ 2(2) 2h ^ 2 = b ^ 2(4) 3h ^ 2 = 2b ^ 2
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4 Replies
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Replied 11 months ago
IMG_20240917_173227.jpg 5.07 MBIMG20240917173206.jpg 4.02 MB
Replied 11 months ago
I hope this helps you, please close the ticket if your query has been resolved.
Replied 3 weeks ago
Geometry pyq A vertical tower OP stands at the centre O of a square ABCD. Let h and b denote the lengths OP and AB respectively. Suppose angle APB = 60 deg Then the relationship between h and b can be expressed as(1) 2b ^ 2 = h ^ 2(3) 3b ^ 2 = 2h ^ 2(2) 2h ^ 2 = b ^ 2(4) 3h ^ 2 = 2b ^ 2
Replied 3 weeks ago
Geometry pyq A vertical tower OP stands at the centre O of a square ABCD. Let h and b denote the lengths OP and AB respectively. Suppose angle APB = 60 deg Then the relationship between h and b can be expressed as(1) 2b ^ 2 = h ^ 2(3) 3b ^ 2 = 2h ^ 2(2) 2h ^ 2 = b ^ 2(4) 3h ^ 2 = 2b ^ 2