Tatsam and tadbhav shabd

Answers 1

Answer:

Tatsama are Sanskrit loanwords in modern Indo-Aryan languages like Assamese, Bengali, Marathi, Nepali, Odia, Hindi, Gujarati, and Sinhala and in Dravidian languages like Malayalam and Telugu.

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Other related questions that may help you

Reported speech from syllabus why do you not run away? there is no guard to keep you. the prince will not mind. criminal: i know it. but i have nowhere to go.

Answer:

he minded

Explanation:

he was minded because he is very intelligent

Writer realized that he was lost in the words

Answer:

kya karna hai woh toh likho

The area of a square is14.28814 m2 fint the length of square

Answer:

3.7814 to 4 decimal places.

Step-by-step explanation:

This length = the square root of the area 14.28814

= 3.781420368.

Answer:

your answer is 3.572035

step-step explanation:

[tex]area = s \times 4 \\let \: the \: side \: be \: x \\ = > 14.28814 = x \times 4 \\ x = \frac{14.28814}{4} \\ x = 3.572035 \\ hence \: . \: side \: of \: square \: is \: 3.572035[/tex]

Request:

please mark me brainliest

The cured surface area of a twice the area of base and tha sum of radius and height is 28 cm. find the volume of cylinder

Answer:

Step-by-step explanation:

Given: Cylinder

Curved Surface = 2(Area of Base)

Sum radius and height = 28 cm.

Find: Volume of Cylinder

Plan: Let’s look at the various formulas involved.

For example:

   Volume of Cylinder(V) = Base Area x Height The Base is a Circle. Therefore: V = πr^2h

   Curved Surface Area is called the Lateral Area(LA) Now: LA = Circumference x Height. Therefore: LA = 2πrh. From the Given, it is also 2(Area of Base) => LA = 2(πr^2)

   (r + h) = 28 cm.

From statement 2, we have 2 formulas for LA. Thus,

2πrh = 2πr^2 => dividing both sides of the equation by 2πr => h = r ✅

From statement 3, therefore r = h = 7 cm. each

Now we are ready. Using statement 1, and substituting:

V = πr^2h => V = π(7)^2(7) = π(343) = 343π cm^3 ✅

Double Check: Reasonable/Re verified/Recalculated ✅ ✅

Answer: Volume of Cylinder = 343π cm^3 or 1,077.57 cm^3 approximately using π ≈ 3.1416

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