Chemistry-
General
Easy
Question
The IUPAC name of
is :
- 6–Chloro–4–ethyl–5–methyl–5–hepten– 1–yne
- 5–Methyl–4–ethyl–6–chloro–5–hepten– 1–yne
- 6–Chloro–4–ethyl–5–methyl–1–hepten– 5–yne
- 2–Chloro–4–ethyl–3–methyl–hept-2-ene-6-yne
The correct answer is: 2–Chloro–4–ethyl–3–methyl–hept-2-ene-6-yne
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physics
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what is the magnitude of the stress at the trausverse cross-section through the midpoint of the rod ?
A inform rod of length L and density P is bcing pulled along A smooth floor with a horizontal acceleration
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physicsGeneral
maths-
Six ‘X's have to be placed in the square of the figure such that each row contains at least one X. In how many different ways can this be done
![](data:image/png;base64,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)
Six ‘X's have to be placed in the square of the figure such that each row contains at least one X. In how many different ways can this be done
![](data:image/png;base64,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)
maths-General