if x and Bracket 150 - X are two numbers such that their sum is 150 and the greatest of 2 numbers is 9 times the smaller find the number
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Answered by
6
Hi ,
x , ( 150 - x ) are two given numbers ,
x = 9 ( 150 - x )
x = 1350 - 9x
x + 9x = 1350
10x = 1350
x = 1350/10
x = 135
Therefore ,
Required two numbers are ,
x = 135 ,
150 - x = 150 - 135 = 15
I hope this helps you.
: )
x , ( 150 - x ) are two given numbers ,
x = 9 ( 150 - x )
x = 1350 - 9x
x + 9x = 1350
10x = 1350
x = 1350/10
x = 135
Therefore ,
Required two numbers are ,
x = 135 ,
150 - x = 150 - 135 = 15
I hope this helps you.
: )
Answered by
2
Two numbers are,
• x
• 150 - x
===============
ATQ,
x = 9(150 - x)
=> x = 1350 - 9x
=> 9x + x = 135
=> 10x = 1350
=> x = 1350/10
=> x = 135
Numbers are,
• x = 135
• 150-x =150-135 = 15
I hope this will help you
-by ABHAY
• x
• 150 - x
===============
ATQ,
x = 9(150 - x)
=> x = 1350 - 9x
=> 9x + x = 135
=> 10x = 1350
=> x = 1350/10
=> x = 135
Numbers are,
• x = 135
• 150-x =150-135 = 15
I hope this will help you
-by ABHAY
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