both numbers are greater than minus 15 and less than 5 one number is 6 greater than the other number
Answers
Given as :
Two numbers are greater than - 15 and less than 5
One number = 6 + other number
To Find :
The two numbers
Solution :
Let The one number = x
And The other number = y
Statement I
Two numbers are greater than - 15 and less than 5
i.e x , y - 15
x , y 5
Statement II
One number = 6 + other number
i.e x = 6 + y
Using hit-trial method
If y = - 12
So, x = 6 + ( - 12 )
Or, x = 6 - 12
i.e x = - 6
So, From here
x , y - 15
x , y 5
Similarly
if y = -4
So, x = 6 + ( - 4)
i.e x = 6 - 4
∴ x = 2
So, From here
x , y - 15
x , y 5
Hence, From The hit-trial method, given statements can be verify . Answer
Answer:
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Step-by-step explanation:
Given as :
Two numbers are greater than - 15 and less than 5
One number = 6 + other number
To Find :
The two numbers
Solution :
Let The one number = x
And The other number = y
Statement I
Two numbers are greater than - 15 and less than 5
i.e x , y >> - 15
x , y << 5
Statement II
One number = 6 + other number
i.e x = 6 + y
Using hit-trial method
If y = - 12
So, x = 6 + ( - 12 )
Or, x = 6 - 12
i.e x = - 6
So, From here
x , y >> - 15
x , y << 5
Similarly
if y = -4
So, x = 6 + ( - 4)
i.e x = 6 - 4
∴ x = 2
So, From here
x , y >> - 15
x , y << 5