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```				   if median of triangle are 5cm,6cm,7cm then find the area
```

4 years ago

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```										In case of mediansRemember the following formulae$A=(4/3)\sqrt{s_{m}(s_{m}-m_{1})(s_{m}-m_{2})(s_{m}-m_{3})} \\$Arun KumarIIT DelhiAskiitians Faculty
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one year ago

consider a square of each side length a,, inscribe a circle in the square of radius a units, how much bigger the square than circle?

A circle with a radius cannot be inscribed in a square with side length a.

 Akshay 9 months ago
The x coordinate of the incentre of the triangle that has the coordinatesof the midpoints of its sides (1,0) (1,1) and (1,0)???????

Dear Student, For three co-ordinates of the triangle are given then, the coordinates of incentre of the triangle is given by (x,y) = (ax 1 +bx 2 +cx 3 /(a+b+c) , ay 1 +by 2 +cy 3 /(a+b+c)),...

 Vijay Mukati 2 months ago
for a>0 the line a(a^2+1)y = a - x forms a triangle with co ordinate axes then greatest area of this triangle is

we can modify the equation of the line as as a>0 the x and y intercepts are a and 1/(a 2 +1) hence the area of the triangle formed is we need to maximize the area wrt a so and hence...

 Riddhish Bhalodia 3 months ago
how to solve inequality

Look for the range of values of input variable, which will satisfy the inequality. Thanks

 Vijay Mukati 10 months ago

No any trick as such. Use your logic to solve them. Thanks.

 Vijay Mukati 9 months ago

Most of them are based on AM-GM. You can also check the range of functions on both sides and then solve.

 Anoopam Mishra 8 months ago
a+b=5,a=1 then b=?

a + b = 4

 Shubham Kamleshbhai Patel 7 months ago

b=4.

 OUTPASS 7 months ago

b=4

 HARSHAVARDHAN 7 months ago
integration of (e/x ) x +(x/e) x

 jagdish singh singh 5 months ago
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More Questions On Analytical Geometry