Yarn to Fabric
Trending Questions
Q. What is the role of each knitting needles?
Q.
Arrange the following in the order of their processing. [3 MARKS]
yarn, fibres, fabric. Define and explain each.
Q. The image below shows a piece of woven fabric. Identify the two components of the fabric that are marked in the image.
- a – Weft, b - Shuttle
- a – Warp, b - Shuttle
- a – Shuttle, b - Thread
- a – Weft, b - Warp
Q.
2. Fabrics are made by the process of weaving and knitting.
- True
- False
Q. Weft thread and warp thread are taken into a device which converts them into a fabric. Identify this device from the given options.
- Twister
- Reeler
- Charkha
- Loom
Q. is a single and elongated piece of material that makes up a fabric.
- Yarn
- Loom
- Fibre
Q. Which of the following statements is/are true regarding weaving and knitting?
- Power looms require lesser time as compared to handlooms to create a fabric.
- Knitting can be done by knitting needles or machines.
- Both the techniques are used for conversion of fibres to yarn.
- Knitting is the arrangement of two or more sets of yarns together to make a fabric.
Q. Identify the weft thread from the following image.
Q. The device shown in the image is used for weaving. ![](https://search-static.byjusweb.com/question-images/byjus/infinitestudent-images/ckeditor_assets/pictures/7927/content_download_8.jfif)
- True
- False
Q. Which of the following can be used for weaving yarn into fabric?
- Loom
- Reeler
- Twister
- Charkha
Q. Image given below depicts the production of fabric from strands of yarn by a process. Which of the following material cannot be manufactured from the same process?
![Image result for weaved cloth](data:image/jpeg;base64, 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)
- Blanket
- Curtain
- Mat
- Polythene bag
Q. Explain the process of making yarn from fibre. [2 marks]
Q. Which amongst the following process is depicted in the image shown below?
![](https://search-static.byjusweb.com/question-images/byjus/wikipedia/commons/4/42/Weaving_wool.jpg)
![](https://search-static.byjusweb.com/question-images/byjus/wikipedia/commons/4/42/Weaving_wool.jpg)
- Knitting
- Weaving
- Shearing
- Spinning
Q. is the process in which different sets of yarns are interlaced at right angles to form fabric.
- Spinning
- Weaving
- Blending
Q. The image below shows a piece of woven fabric. Identify the two components of the fabric that are marked in the image.
- a – Warp, b - Shuttle
- a – Weft, b - Warp
- a – Shuttle, b - Thread
- a – Weft, b - Shuttle