Take a tablespoonful of turmeric powder. Add a little water and make a paste. Make turmeric paper by depositing turmeric paste on blotting paper/filter paper and drying it. Cut thin strips of the yellow paper obtained. Put a drop of soap solution on the strip of turmeric paper. What do you observe?​

Answers 2

Explanation:

Take a tablespoonful of turmeric

powder. Add a little water and make

a paste.

Make turmeric paper by depositing

turmeric paste on blotting paper/filter

paper and drying it. Cut thin strips

of the yellow paper obtained.

Put a drop of soap solution on the

strip of turmeric paper.

If we put soap solution on turmeric paper the colour of the papaer will change into red that indicates that soap solution is basic in nature.

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Other related questions that may help you

To develop an algorithm calculate the sum of squares of given input of numbers you are going to create a flow chart and pseudo code.

Answer: n = 0²+1²+2².....n²

Explanation: n can be o² or 1²

write the natural number from 2 to 12 what fraction of them are prime number​

Answer:

5/11

Step-by-step explanation:

Simplify the following [2/9÷3/5] ÷6/5of [3/5×2/15]​

Answer:

The answer is \frac{625}{162}

162

625

Step-by-step explanation:

According to the given information, the problem is, [2/9÷3/5] ÷6/5of [3/5×2/15].

Now, this can be solved with the help of the BODMAS rule where terms related with the bracket is solved first, then terms related with of is solved next, next terms related with division is solved next, then terms related with Multiplication is solved next, next terms related with addition is solved next, and finally terms related with subtraction is solved.

Here, this problem can be solved with the help of the BODMAS rule.

Now,

[2/9÷3/5] ÷6/5of [3/5×2/15].

Here, first terms inside the brackets are solved.

[2/9*5/3] ÷6/5of [2/25].

=[10/27] ÷6/5of [2/25].

Now, terms with the of is solved.

[10/27] ÷6/5of [2/25].

=[10/27] ÷[12/125]

=625/162.

Hence, the answer is \frac{625}{162}

162

625

Find the estimated quotient (Round off by nearest 10)(a) 5962÷27​

Answer:

220

Step-by-step explanation:

5962÷27​ = 220.81481 ≈ 220

5962÷27= 220

220 = 220

this is the right answer.

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