Home
Class 12
CHEMISTRY
Give colour of bead when glassy bead rea...

Give colour of bead when glassy bead reacts with TiO.

Text Solution

AI Generated Solution

To determine the color of the bead formed when a glassy bead reacts with TiO, we can follow these steps: ### Step-by-Step Solution: 1. **Identify the Glassy Bead**: The glassy bead referred to in the question is known as a borax bead. It is formed from the reaction of sodium metaborate with boric acid. 2. **Understand the Composition**: The chemical formula for sodium metaborate is NaBO2, and for boric acid, it is B2O3. When these react, they form the borax bead. ...
Promotional Banner

Similar Questions

Explore conceptually related problems

Give colour of bead produced when glassy bead reacts with CuO

Give colour of bead produced when glassy bead reacts with CuO

Give chemical composition of glassy bead .

A bead of mass m is located on a parabolic wire with its axis vertical and vertex at the origin as shown in figure and whose equastion is x^(2) =4ay . The wire frame is fixed and the bead is released from the point y=4a on the wire frame from rest. The tangential acceleration of the bead when it reaches the position given by y=a is

A bead of mass m is located on a parabolic wire with its axis vertical and vertex at the origin as shown in figure and whose equastion is x^(2) =4ay . The wire frame is fixed and the bead is released from the point y=4a on the wire frame from rest. The tangential acceleration of the bead when it reaches the position given by y=a is

Give chemical composition of glassy bead.

Colour of the bead in borax bead test mainly due to the formation of

Colour of the bead in borax bead testis mainly due to the formation of

Which gives blue bead in borax bead test ?

A bead of mass m can slide without friction on a fixed circular horizontal ring of radius 3R having a centre at the point C. The bead is attached to one of the ends of spring of spring constant k. Natural length of spring is R and the other end of the spring is R and the other end of the spring is fixed at point O as shown in the figure. If the bead is released from position A, then the kinetic energy of the bead when it reaches point B is