Question

An athlete has a target to run 5.6 km a week. She runs 600 m every day.

How much does she fall short of or exceed her target by?

Answer 1

Answer:

She falls short of 1.4 km to her target.

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Step-by-step explanation:

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Answer 2

★Answer :-

• Athlete will fall short of 1.4 Km to her target to run .

★Step-by-step-Explaination :-

Given :-

• An athlete runs 600 m every day .
• Athlete makes a target to run 5.6 Km a week .

Find :-

• How much did Athlete fall short of or exceed her target by ?

★Solution :-

• An athlete runs 600 m Per day .
• Target is to run 5.6 Km Week .

Then , We know :-

$\rm \: 1 \: week \: = \: 7 \: days$

Then , in 7 days . Athlete will complete :-

$\rm \: 7 \: days \: = 1 \: day 's \: athlete \: run \: \times 7 \: day 's$

$\rm \: 7 \: day 's \: athlete \: run =600 \: m \times 7$

$\rm \: 7 \: day 's \: athlete \: run = 4200 \: m$

Or ,

$\rm \: 7 \: day 's \: athlete \: run = 4 \: km \: 200 \: m$

Or ,

$\rm \: 7 \: day 's \: athlete \: run = 4.2 \: km$

Then , in 1 week athlete ran = 4.2 Km but the athlete's target was to run 5.6 Km . So, Athlete fall short of or exceed her target by :-

$\sf \: (Athlete's \: target \: - Athlete \: ran ) =Athlete \: fall \: short \: of \: or \: exceed \: her \: target \: by$

$\sf \: (5.6 \: km \: - 4.2 \: km) = \bf \underline{1.4 \: km}$

Therefore , Athlete Fell short of 1.4 Km to run in a week from her target.

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