If a + b = $\sqrt{3} a n d a - b = \sqrt{2}, w h a t i s t h e v a l u e o f 8 a b (a^{2} + b^{2}) ?$

Created: 2 months ago | Updated: 1 month ago

৭

৮

Job Solution Janata Bank Ltd Janata Bank Ltd - Executive Officer - 26.06.2015 গণিত

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If (a -b) =3 and $a^{2} + b^{2} = 29, f i n d t h e v a l u e o f a b .$

Created: 3 months ago | Updated: 1 month ago

১০

১৫

১৮

Job Solution Janata Bank Ltd Janata Bank Ltd - Executive Officer - 27.7.2012 গণিত

236

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which is the shortest route from B to C .

Created: 3 months ago | Updated: 1 month ago

Directly on toll free highway to city C

The bridge

The tunnel

The bridge of the tunnel

Job Solution Janata Bank Ltd Janata Bank Ltd - Executive Officer - 27.7.2012 গণিত

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P sells a product to Q and makes a profit of 25%. Q sells it to R at a loss of 20%. If R buys it for Tk. 140, what price did p pay for it?

Created: 3 months ago | Updated: 1 month ago

211

169

140

১৩৯

Job Solution Janata Bank Ltd অফিসার (ক্যাশ) - 31.10.2020 গণিত

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The most economical way of going form city A to City B , in terms of toll and distance is to us the

Created: 2 months ago | Updated: 1 month ago

Bridge

bridge & tunnel

toll free highway

tunnel

Job Solution Janata Bank Ltd Janata Bank Ltd - Executive Officer - 27.7.2012 গণিত

266

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A garden of 100 meter length and 60 meter width has a walkway of 2 meter width on every side. What is the area of the garden, in square meters, excluding the walking?

Created: 3 months ago | Updated: 1 month ago

5376

5576

2556

7874

Job Solution Janata Bank Ltd অফিসার (ক্যাশ) - 31.10.2020 গণিত

345

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If a + b = 3 and a-b=2 , what is the value of 8ab(a2+b2)?

Related Questions

If (a -b) =3 and a2+b2=29, find the value of ab.

which is the shortest route from B to C .

P sells a product to Q and makes a profit of 25%. Q sells it to R at a loss of 20%. If R buys it for Tk. 140, what price did p pay for it?

The most economical way of going form city A to City B , in terms of toll and distance is to us the

A garden of 100 meter length and 60 meter width has a walkway of 2 meter width on every side. What is the area of the garden, in square meters, excluding the walking?

If a + b = $\sqrt{3} a n d a - b = \sqrt{2}, w h a t i s t h e v a l u e o f 8 a b (a^{2} + b^{2}) ?$

If (a -b) =3 and $a^{2} + b^{2} = 29, f i n d t h e v a l u e o f a b .$