Solution please
tanu buys tomatoes for rs 1200 per fifty . at what price should she sell fifteen dozens in order to make a profit of 10%, in spite of 10% decay
For a set of distinct integral values of a,b,c,d the equation (n+a)(n+b)(n+c)(n+d)=25 holds. For how many distinct integral values does it hold? Answer is 1 but Im not able to understand the logic here. Please help.
If x > 1 and 4x2 - 21x + 20 > or equal to 0, what is the minimum value of (x + 1)/(x - 1)a. 3
b. 7/2
c. 13/3
d. 21/4
e. 23/4
If x, y and z are distinct positive integers, and x + y + z = 11,then the maximum value of (xyz + xy + yz + zx) is
Select one:
a. 58
b. 72
c. 78
d. 84
e. None of the above
x and y are positive integers and x2 + y2 = 2000. If x < y, then the maximum value of x + y is
Select one:
a. 52
b. 56
c. 60
d. 64
e. None of the above
In how many ways can 7 dogs of breed A, 6 dogs of breed B, 5 dogs of breed C be distributed among four oldmen such that each man gets at least one dog of each breed?
Pipes A and B can completely fill a water tank independently in 4 hrs and 5 hrs respectively. A pipe C can empty the completely filled tank in 3 hrs. Initially the tank is empty and all the pipes are closed. Pipe A is opened first at time t = 0 hrs and pipe C is opened at the instant when the tank is exactly half filled with water. Pipe B is opened after pipe C and at the instant when the tank is exactly one-fourth filled with water. Find the total time taken to fill the tank completely counting from t = 0 hrs.
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The equation x^2-3 represents a parabola tht intersect y axis at the point Q. If P is a point on the parabola having coordinates (2,k), what is the distance bet. Q and P ?? Full approach plz
Solution?
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23 solution ?
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