Question
The binapthol (Bnp) is.–
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)
- an optically active compound having chiral centre
- an optically inactive compound due to the presence of plane of symmetry
- a meso compound
- an optically active compound without any chiral centre.
The correct answer is: an optically active compound without any chiral centre.
Related Questions to study
In reaction ![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/485263/1/892629/Picture226.png)
X + Y Which of the following is incorrect about the reaction ?
In reaction ![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/485263/1/892629/Picture226.png)
X + Y Which of the following is incorrect about the reaction ?
The escape velocity for a body projected vertically upwards from the surface of earth is 11kms-1. If the body is projected at an angle of 456 with the vertical, the escape velocity will be
The escape velocity for a body projected vertically upwards from the surface of earth is 11kms-1. If the body is projected at an angle of 456 with the vertical, the escape velocity will be
Which of the following pair will not produce dihydrogen gas
Which of the following pair will not produce dihydrogen gas
is added to following oxides. Which one would give ![straight H subscript 2 straight O subscript 2](data:image/png;base64,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)
is added to following oxides. Which one would give ![straight H subscript 2 straight O subscript 2](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAARCAYAAACvi+4IAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAMyZLetQAAAO5JREFUeNpjYECA/wy4AT45fEALiBcC8WsoXggVIwtQ24HhQHwOiB2BmAmKHaFikQPtQFAo3QJiPixyglA5rYF04EwgTsYjD5KbPZAOvA/EknjkQXIPyXEgPkwK+EUlNTQLQWIs/zHQUSxNiygmVg4W7aCQOgrEKlgySRoe8xLRMgkh88gOQVDZlgUt25CBBhDfwFHM8OEpZnCZR3EUY0tPoUB8AYjtkQpqFyIL6h/UdCDIAQcJVHUfgPglEM8nooDGZx7JQBKaZpQGo3lqQLyFQIE8YOaBDNmGIxMMBvPAhmkwUA9Q2zyKq0KizQMA3utZ4Sv+BHMAAACrdEVYdE1hdGhNTAA8bWF0aCB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMTk5OC9NYXRoL01hdGhNTCI+PG1zdWI+PG1pIG1hdGh2YXJpYW50PSJub3JtYWwiPkg8L21pPjxtbj4yPC9tbj48L21zdWI+PG1zdWI+PG1pIG1hdGh2YXJpYW50PSJub3JtYWwiPk88L21pPjxtbj4yPC9tbj48L21zdWI+PC9tYXRoPruKufwAAAAASUVORK5CYII=)
Hydrogen will not reduce
Hydrogen will not reduce
What is true about ice
What is true about ice
Hydrogen can be obtained from water, by the action of water on
Hydrogen can be obtained from water, by the action of water on
Pick the odd one out
Pick the odd one out
Which of the following is/are hard water(s)
Which of the following is/are hard water(s)
Hydrogen can be obtained from water by
Hydrogen can be obtained from water by
Hydrogen peroxide is
Hydrogen peroxide is
When zeolite, which is hydrated sodium aluminium silicate, is treated with hard water the sodium ions are exchanged with
When zeolite, which is hydrated sodium aluminium silicate, is treated with hard water the sodium ions are exchanged with