English, asked by jharnadubey1270, 4 months ago

But the huge banyan tree stood like a problem identify the figure of speech

Answers

Answered by harshit232118

0

Answer:

But the huge banyan tree stood like a problem'. Identify and explain the figures of speech. Ans : Simile :The banyan tree is compared to problem.

Answered by swethassynergy

0

The figure of speech in But the huge banyan tree stood like a problem is simile.

Explanation:

Simile is a figure of speech where comparison is involved of one thing with another thing. It tells us about the similarities between the two totally different things.
Comparison between different things is done using words such as 'like', 'as', and 'so'.
In this sentence, the word 'like' is used to compare a big and enormous Banyan tree to a problem.

Previous Question

Next Question

Similar questions

Social Sciences, 2 months ago

Mention any three decisions that can be taken by the Gram Panchayat?

Hindi, 2 months ago

tejasvee ka striling shabd...

English, 2 months ago

The culprit _______.(has) been______ .(thrash) before the police arrived.

Physics, 4 months ago

Given that a kg of copper contains about 10.25 atoms and that density of copper is about 9000 kilograms per cubic metre a estimate the diameter of a copper atom b step the assumption made in 9 above...

Math, 4 months ago

100 students were interviewed and it was found that 28 took PE, 31 took Biology, 42 took English, 9 took PE and Biology, 10 took PE and English, 6 took Biology and English, and 4 took all three subjects. What regions would we use to find how many people took Biology or English but not PE?

Math, 10 months ago

Find the volume of sphere whose surface area is 154 cm²...

Physics, 10 months ago

A 2 kg block is connected with two springs of force constants k, = 100 N/m and k = 300 N/m as shown in figure. The block is released from rest with the springs unstretched. The acceleration of the block in its lowest position is (g= 10 m/s) (1) zero (2) 10 m/s- upwards (3) 10 m/s2 downwards (4) 5 m/s2 upwards...

Math, 10 months ago

find the general solution of the equation. tan $tan {2} \: x = 1$ x=1...