Class 5 Maths - ODISHA

Far and Near

The chapter 'Far and Near' in Class 5 Mathematics for Odisha BSE students introduces fundamental concepts of distance, spatial relationships, and measurement. Students learn to estimate and compare lengths, understand relative positions (such as near, far, closer, and farther), and read basic maps with scale. This chapter builds essential visual and spatial reasoning skills, which are crucial for solving word problems related to travel and measurement. In the BSE Odisha board examinations, questions from this chapter test both practical estimation and basic calculation skills, usually carrying around 4 to 6 marks in the final assessments.

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Key Concepts

Relative Position

Understanding whether an object or place is near or far depends on the reference point you choose.

Standard Units of Length

Using metres (m) and centimetres (cm) or kilometres (km) to measure distances accurately instead of footsteps or handspans.

Distance Conversion

Converting kilometres to metres by multiplying by 1000, and metres to centimetres by multiplying by 100.

Map Reading and Scale

Interpreting simple route maps to find which place is farther or nearer based on given grid lines or drawing scales.

Important Formulas

1 kilometre (km) = 1000 metres (m)
1 metre (m) = 100 centimetres (cm)
Total Distance = Distance to first point + Distance from first point to the next point

Board Exam Info

In the Odisha BSE Class 5 Mathematics examinations, this chapter typically carries about 4 to 6 marks. Common question types include short answer problems on converting kilometres to metres, finding total distance traveled between multiple locations, and multiple-choice questions testing spatial terms like 'nearer' or 'farther'.

Frequently Asked Questions

How do I convert kilometres into metres?

To convert kilometres to metres, simply multiply the given number of kilometres by 1000 because 1 km equals 1000 m.

How do we decide if something is far or near on a map?

On a map, the distance is judged using the given scale or by measuring the distance between two points relative to a fixed starting point.

Why do we use standard units like metres instead of body parts?

Body parts like handspans or footsteps differ from person to person, whereas standard units like metres and kilometres give the exact same measurement everywhere.

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