A motorist traveled $122 k m$ before his first stop. If he had $10 %$ of his journey to complete at this point, how long was the total ride?

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Solution

Let his total ride be x km.

Acc. to the question a motorist has travelled $122 k m$ before his first stop now he had 10% to complete his stop therefore his left over journey
$= x + 10$

his total ride(or journey) $= 122 + 110.90 k m = 232.90 = 233 k m .$

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A motorist traveled 122km before his first stop. If he had 10% of his journey to complete at this point, how long was the total ride?

Let his total ride be x km.Acc. to the question a motorist has travelled 122km before his first stop now he had 10% to complete his stop therefore his left over journey =x+10his total ride(or journey) =122+110.90km=232.90=233km.

A motorist traveled $122 k m$ before his first stop. If he had $10 %$ of his journey to complete at this point, how long was the total ride?

Let his total ride be x km.

Acc. to the question a motorist has travelled $122 k m$ before his first stop now he had 10% to complete his stop therefore his left over journey
$= x + 10$

his total ride(or journey) $= 122 + 110.90 k m = 232.90 = 233 k m .$