एक नदी के ऊपर एक पुल नदी तट के साथ 45 डिग्री का कोण बनाता है नदी के ऊपर पुल की लंबाई ढाई सौ मीटर है तो नदी की चौड़ाई क्या होगी
Answers
Given:
A bridge across a river makes an angle of 45° with the riverbank
If the length of the bridge across the river is 250 m
To find:
What is the width of the river?
Solution:
To solve the given problem we will use the following trigonometric ratios of a triangle:
Referring to the figure let's assume the following:
"AC" → the length of the bridge across the river = 250 m
"BC" → width of the river
"∠CAB" → the bridge makes an angle with the bank of the river = 45°
Here we have,
BC = perpendicular
AC = hypotenuse
θ = 45°
∴
on multiplying and dividing by √2
Thus, the width of the river is → .
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