CBSE Class 11-science Maths Linear Inequalities : 1 and 2 Variables
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Linear Inequalities :1&2 varaibles
In case of slack inequality, the points on the line are also included in th -
Linear Inequalities :1&2 varaibles
In case of slack inequality, the points on the line are also included in th -
Linear Inequalities :1&2 varaibles
In case of slack inequality, the points on the line are also included in th
- if log 1/2 x greater than log 1/2 y then x greater than y
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In connection with my previous doubt.
Sir/Ma'am, but why are the signs of the inequalities reversed in the 2 inequations in the RD solution?
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How to split this double inequality into 2 inequations and get the solution set of the system of inequations by intersection method?
I didn't understand how to split it into 2 inequations.
- If we know two inequalities for a number k, how should we combine them? Like ( k is greater than 2) and ( {k+6}{k-4} is greater than 0). What will be k ultimately?
- Find the solution for the pair of inequalities x >2 and x > - 3.
- Find the solution for the pair of inequalities x >2 and x < -3
- The position of a moving point in a one-dimensional plane is given by x =2t +5,find the range of t (time), if x varies from 9 to 13
- Find the region represented by x < 0 and y < 0?
- Find the solution for the pair of inequalities x +5 >2x-9 and 2x-11>4(x-1).
- Find the integral values of two numbers such that their sum is 11 and the product is greater than 28.