Chemistry-
General
Easy
Question
On conversion into the Grignard reagent followed by treatment with absolute ethanol, how many isomeric alkyl chlorides would yield 2-methylbutane?
- 2
- 3
- 4
- 5
The correct answer is: 4
![](data:image/png;base64,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)
![R H space i s space left parenthesis C H subscript 3 right parenthesis subscript 2 space C H bullet C H subscript 2 space C H subscript 3](data:image/png;base64,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)
Thus, ![](data:image/png;base64,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)
Related Questions to study
chemistry-
What is formed when glycerol reacts with excess of HI?
What is formed when glycerol reacts with excess of HI?
chemistry-General
chemistry-
General formula for alcohols is:
General formula for alcohols is:
chemistry-General
chemistry-
Which of the following compounds is weakest acid?
Which of the following compounds is weakest acid?
chemistry-General
physics-
Assertion :We cannot produce a real image by plane or convex mirrors under any circumstances
Reason : The focal length of a convex mirror is always taken as positive
Assertion :We cannot produce a real image by plane or convex mirrors under any circumstances
Reason : The focal length of a convex mirror is always taken as positive
physics-General
chemistry-
An organic compound reacts with
to give. The compound with sodium metal gives ![n minus b u tan e. space T h u s comma space A space a n d space B space a r e colon](data:image/png;base64,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)
An organic compound reacts with
to give. The compound with sodium metal gives ![n minus b u tan e. space T h u s comma space A space a n d space B space a r e colon](data:image/png;base64,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)
chemistry-General
maths-
If f : R → R is continuous and differentiable function such that
f(t) dt + f¢¢¢ (3)
t3
dt – f ¢ (1)
t2 dt + f ¢¢ (2)
t. dt, then the value of f ¢ (4) is :
If f : R → R is continuous and differentiable function such that
f(t) dt + f¢¢¢ (3)
t3
dt – f ¢ (1)
t2 dt + f ¢¢ (2)
t. dt, then the value of f ¢ (4) is :
maths-General
physics-
Assertion : The refractive index of diamond is
and that of liquid is ![square root of 3](data:image/png;base64,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)
If the light travels from diamond to the liquid, it will totally reflected when the angle of incidence is 30o
Reason :
where
is the refractive index of diamond with respect to liquid
Assertion : The refractive index of diamond is
and that of liquid is ![square root of 3](data:image/png;base64,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)
If the light travels from diamond to the liquid, it will totally reflected when the angle of incidence is 30o
Reason :
where
is the refractive index of diamond with respect to liquid
physics-General
maths-
If f : [0, p] → R is continuous and
f(x) sin x dx =
f(x) cos x dx = 0, then the number of roots of f(x) in (0, p) is
If f : [0, p] → R is continuous and
f(x) sin x dx =
f(x) cos x dx = 0, then the number of roots of f(x) in (0, p) is
maths-General
physics-
Assertion : Different colours travel with different speed in vacuum
Reason : Wavelength of light depends on refractive index of medium
Assertion : Different colours travel with different speed in vacuum
Reason : Wavelength of light depends on refractive index of medium
physics-General
chemistry-
The following substance can be used as a raw material for obtaining alcohol:
The following substance can be used as a raw material for obtaining alcohol:
chemistry-General
chemistry-
Etherates are
Etherates are
chemistry-General
chemistry-
chemistry-General
chemistry-
Lucas reagent produces cloudiness immediately with:
Lucas reagent produces cloudiness immediately with:
chemistry-General
chemistry-
The product is
The product is
chemistry-General
chemistry-
Alloys of which metal are light and strong and are used in the manufacture of aeroplane parts?
Alloys of which metal are light and strong and are used in the manufacture of aeroplane parts?
chemistry-General