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Posted On:
November 7, 2020
at 7:12 pm

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Destiny Madaje

NRICH: Closer to Home

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NRICH: Closer to Home

Which of these lines comes closer to the origin?

Consider the graphs with equations y=2x−10 and y=x−6.

Which comes closer to the origin?

Can you find the shortest distance between this line and the origin?

This problem is taken from the World Mathematics Championships

You can find more short problems, arranged by curriculum topic, in our short problems collection.

Age 14 to 16

NRICH (University of Cambridge)

Math Topics

Algebra & Pre-Algebra, Functions & Graphs, Linear Equations

High School, Educator

9th Grade, 10th Grade, 11th Grade

Equations, Graphs, Lines

RELATED LISTINGS

NRICH

NRICH (University of Cambridge)

NRICH provides thousands of free online mathematics resources for ages 3 to 18, covering all stages of early years, primary and secondary school education – completely free and available to all.

https://nrich.maths.org/

NRICH: Topics in Secondary Mathematics

NRICH (University of Cambridge)

Do you enjoy thought-provoking questions? If so, this is the place for you.

https://nrich.maths.org/9196

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NRICH (University of Cambridge)

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https://nrich.maths.org/13835

Type of Resource

Challenge

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Math - Algebra
Math

Resource k12

K-12 Categories

Advanced Search

Submit a Resource

NRICH: Closer to Home

Which of these lines comes closer to the origin?

Consider the graphs with equations y=2x−10 and y=x−6.

Which comes closer to the origin?

Can you find the shortest distance between this line and the origin?

This problem is taken from the World Mathematics Championships

You can find more short problems, arranged by curriculum topic, in our short problems collection.

Age 14 to 16

NRICH (University of Cambridge)

Math Topics

Algebra & Pre-Algebra, Functions & Graphs, Linear Equations

High School, Educator

9th Grade, 10th Grade, 11th Grade

Equations, Graphs, Lines

RELATED LISTINGS

NRICH

NRICH (University of Cambridge)

NRICH provides thousands of free online mathematics resources for ages 3 to 18, covering all stages of early years, primary and secondary school education – completely free and available to all.

https://nrich.maths.org/

NRICH: Topics in Secondary Mathematics

NRICH (University of Cambridge)

Do you enjoy thought-provoking questions? If so, this is the place for you.

https://nrich.maths.org/9196