If x increases linearly, how will a-x behave (a>1)? trick
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If x is increasing linearly then a-x will definitely increase/decrease linearly because a>1 and here is not any exponent on a which will change is increasing/decreasing rate
For example if we consider a=100 and increase x linearly suppose first 3 and then 4 and so on then a-x,as u can see will decrease linearly
same can be plotted on graph to understand better.
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For example if we consider a=100 and increase x linearly suppose first 3 and then 4 and so on then a-x,as u can see will decrease linearly
same can be plotted on graph to understand better.
HOPE UR PROBLEM IS SOLVED
PLEASE MARK IT BRAINLIEST ANSWER.PLEASE!
THANKS:-)
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0
let F(x)=a-x
for say a=z where z>1
for x>z F(x)=z-x<0
for x<z F(x)=z-x>0
for say a=z where z>1
for x>z F(x)=z-x<0
for x<z F(x)=z-x>0
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