একটি লম্ব বৃত্তাকার চোঙের উচ্চতা উহার ব্যাসার্ধের দ্বিগুণ, যদি উচ্চতা 6 গুণ হতাে তবে চোঙাটির আয়তন 539 ঘন
ডেসিমি বেশি হতাে। চোঙটির উচ্চতা কতাে?
Answers
Given:
The vertical height of a round funnel is twice its radius, if the height is 6 times the radius then the volume of the funnel is 539 cubic decimeter more
To find:
The height of the funnel
Solution:
Let's assume,
"h" → height of the funnel
"r" → radius of the funnel
According to the question, we can solve the problem as follows:
When original height is twice its radius:
i.e., h = 2r
∴ The original volume of the funnel,
V =
putting h = 2r
When height is 6 times its radius:
i.e., h = 6r
∴ New volume of the funnel = [Original volume of the funnel] + 539
≈ 5 dm
∴ The original height, h = 2r = 2 × 5 = 10 dm
Thus, the height of the funnel is → 10 dm.
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