Question

If the division 1234x ÷ 3 leaves a remainder of 1. What might be the values of x?
[i already know the answer..its 0,3,6 and 9.. but dont know the steps..so plz provide steps]
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Answer 1

• GO THROUGH THE ATTACHED IMAGE..

Answer 2

$\huge\tt\red{Q}\tt\pink{U}\tt\blue{E}\tt\green{S}\tt\purple{T}\tt\orange{I}\tt\orange{O}\huge\tt\red{N}$

If the division 1234x ÷ 3 leaves a remainder of 1. What might be the values of x?

$\huge\tt\red{❥}\tt\pink{A}\tt\blue{N}\tt\green{S}\tt\purple{W}\tt\orange{E}\tt\orange{R}\huge\tt\purple{᭄}$

1+2+3+4=13

24=

13/3 = the result is 4 and reminder is one.

so, the value of x can be 0,3,6 and 9.

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