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If a workforce of 20 can produce 12 cars in 15 days, how many workers should be used if 15 cars are needed in 10 days?
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i mean till '07
you both have got the logic correct but are doing it wrong!
for the first three co linear points B C and D, they have given the variable "k" . you cant assign the same variable to a different set of colinear points, ie F E and D. so you have to intriduce a new variable, eg "c"
FD = c FE
(3-4k)p + 2kq = -cp + cq
from comparing variables of q:
c= 2k
now compare variables of p:
3-4k = -(2k)
3=4k-2k
k=3/2!
wo to aur achi baat hai...i mean till '07![]()
wo to aur achi baat hai...mein ne ek b nhe kia..
![]()
which one ?@fallen 316 can u solve this pls ??
If a workforce of 20 can produce 12 cars in 15 days, how many workers should be used if 15 cars are needed in 10 days?
nhe yar aesa nhe haitumhein zaroorat hi kahan hai ...
thank u mustafa.dekho
t is inversely proportionl to area
so T= k /A
40=k/3
k=120 (constant)
now Area is 4 so time should be
T=120/4 = 30mins
lekin usne sirf 9 mins chalaya to to kitna container full hoga. ??
9/30 = 3/10
F is inversely proportional to d^2
37.5 ans hai .??
u got it ??thank u mustafa.
thank u so muchF is inversely proportional to d^2
F = k/d^2 -----> eq.1
F = 10N and let the distance be x
10 = k/x^2
k = 10x^2
now, we have to find the force when the distance is doubled . i.e 2x
substitute the new distance and value of k in eq.1
F = 10x^2/(2x)^2
F = 5/2
F = 2.5 ---> ANS![]()
yes i didu got it ??
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