@JS-M said:will not be exact 7.5 yr............but around 7.7 or 7.8 something...
@nellorereddy said: @Duskyi think ans is 7+1/2 years
we will be back after some time. in a meeting 😞
can any one tell me how to solve this type of problems .....
1)the perimeter of the an isosceles triangle is 2p units then the area of te same triangle is?
2)the least value of 4cosecc^2(x)+psin^2(x)? are there any special formulae to solve this kind of probs if so please tell me.
3)area of trapezium formed by x axis ,y axis and the lines 3x+4y=12 and 6x+8y=60 is?
thanks in advance.....
@sscjindabad said:Somebody expalin a foolproof method for this Q..As it is not the stereotypical one...
log 2 =0.3
log 3 =0.48
Use them n u'l get the ans..
@007pagal said:1.(e) none of these 2.(b) 153600 3.(a) 140 cm2 4.(d) 64 cm 5.What are the dimensions of square tiles to be used ??
@JS-M said: A sum when placed at compound interest doubles itself in 3 yr. In how many years will it be amount to six times of itself?
s
@nellorereddy said: @Brooklynno yaar ....1->902*9021->615*6152->287*2877->41*41required only 11 ......i think there must be some typo error as said by @sscjindabad ans may be 814..
@nellorereddy said: @Brooklynno yaar ....1->902*9021->615*6152->287*2877->41*41required only 11 ......i think there must be some typo error as said by @sscjindabad ans may be 814..
length and breath z 1517 and 902 cm resp
now largest tile would be HCF of both i.e 41
no of tiles = (1517*902)/41^2 = 814.........
where u r referring typo error yr....??
if we take 1+r/100=x
@JS-M said:hmm.........lets try yr.length and breath z 1517 and 902 cm resp
now largest tile would be HCF of both i.e 41
no of tiles = (1517*902)/41^2 = 814.........
where u r referring typo error yr....??
@nellorereddy options for the first one were a)(3-2(square root of 2))p^2
b)(2+square root of 2)p^2
c)(2-square root of 2)p^2
d)(3-(square root of 2))p^2
and for the second 14 10 11 12
5. What is the least number of square tiles required to pave the floor of a room 15m 17cm long and 9 m 2 cm broad?
Given dimension 1517cm x 902 cm.
GCD of 1517 and 902 => 41
means the maximum size of a square can be 41cm*41cm.
When the square is maximum then we will get least no.of squares.
Therefore, no. of squares incorporated in the Rectangle
= (1517*902)/ (41*41)
=>814
@rahulshaitan said:actually it is not mentioned that the tiles should be of equal size. so min number of tiles will be 11 jisme sab tiles square hongi but of different sizes
