x is an integer such that it leaves a remainder of 2 when divided by 3, leaves a remainder of 3 when divided by
5, and leaves a remainder of 5 when divided by 7. What could be a possible value of x ?
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Heya........!!!!
According to the questions, the number is
=> x = 3Q1 + 2
it is also given that -- x = 5Q2 + 3 and
x = 7Q3 + 5 .
all these equations are equal to ' x ' so let us equate these equations .
=> x = 3Q1 + 2 = 5Q2 + 3 = 7Q3 + 5 .
from solving the above we takes out the value of Q1 , Q2 .
=> we get Q1 = 22 , . Q2 = 13
➡So ,, putting the value of Q1 , Q2 we get x = 68.
Hope It Helps You ^_^
According to the questions, the number is
=> x = 3Q1 + 2
it is also given that -- x = 5Q2 + 3 and
x = 7Q3 + 5 .
all these equations are equal to ' x ' so let us equate these equations .
=> x = 3Q1 + 2 = 5Q2 + 3 = 7Q3 + 5 .
from solving the above we takes out the value of Q1 , Q2 .
=> we get Q1 = 22 , . Q2 = 13
➡So ,, putting the value of Q1 , Q2 we get x = 68.
Hope It Helps You ^_^
Wizkhalifa1:
Thank you bro
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