Q.19 Two different solutions of honey, milk and water are mixed with each other three times in varying proportions. The concentration of honey and milk in the three resulting solutions are found to be (10%, 16%), (12%, 12%) and (16%, x%) respectively. What is the value of x?
A person covered a distance of 96km two hours faster than he had planned to. This he achieved by traveling 1km more every hour than he intended to cover every 1 hour 15minutes. What was the speed at which the person travelled during the journey?
The probability of a man taking one step to his left is 0.4 and that to his right is 0.6. What is the probability that at the end of 9 such steps, he has moved a net distance of 1 step? OA:126(0.24)^4 Approach pls
What is the area of equilateral triangle PQR? Given side of the outer most square ABCD is 'a'. E, F, G and H are mid-points of DA, AB, BC and CD respectively.
two pipes can fill acistern in 14 and 16 hrs respectively. The pipes are opened siultaneously and it is found that due to leakage in the bottom of the cistern , it takes 32 minutess extra for the cistern to be filled up. When the cistern is full , in what the time leak will empty it?
Two circles with radius 6cm meet each other orthogonally. A circle with maximum area is drawn in the common region. What is the diameter of that smaller circle in the common region?
A man divides his property so that his son's share to his wife's share to his daughter are both in the ratio 3:1. If d daughter gets rs 10000 less than d son. find d total worth of property
Initially 40 L of milk is there. 4L is taken out and replaced with 5L of water. Now 6L is taken out and replaced with 7L of water. Finally 8L is taken out and replaced with 9L of water. What is the volume of milk left?
At a certain fast food restaurant, Brian can buy 3 burgers, 7 shakes, and one order of fries for
Rs. 120 exactly. At the same place it would cost Rs. 164.50 for 4 burgers, 10 shakes, and one order
of fries. How much would it cost for an ordinary meal of one burger, one shake, and one order of
fries?
Is there any way other than thinking with what to multiply the equations and cancelling.
In a dart game ,there are three concentric circles such that innermost will give 10 points, middle one gives 5 points,and outermost gives 2 points. If the dart hit at the position apart from these three circles, the player will get 0 points.In how many ways can a player earn 15 points in 6 chances?
ABCDEF is a regular hexagon of side a. P is a point inside the hexagon. If PG, PH, PI, PJ, PK, PL are drawn perpendicular to the sides AB, BC, CD, DE, EF, FA, respectively, then the value of PG + PH + PI + PJ + PK + PL is equal to