In a certain game, a large bag is filled with blue, green, purple and red chips worth 1, 5, x and 11 points each, respectively. The purple chips are worth more than the green chips, but less than the red chips. A certain number of chips are then selected from the bag. If the product of the point values of the selected chips is 88,000, how many purple chips were selected?
A) 1
B) 2
C) 3
D) 4
E) 5
Im stuck with this problem and dont know how to proceed.. My working..
Total points = 88000
factor using primes -> 88000 = (2^6)*(5^3)*(11)
from question we know that ... 88000= B*5G*Px*R11
and 11>x>5... so x = 8 or 10...8= 2^3... and 10= 2*5... both can be a fit into the formula..
also.. what about the Blue balls(B) ?... they could be any number.. and still hold true if x was 8 or 10...
OA:B
A) 1
B) 2
C) 3
D) 4
E) 5
Im stuck with this problem and dont know how to proceed.. My working..
Total points = 88000
factor using primes -> 88000 = (2^6)*(5^3)*(11)
from question we know that ... 88000= B*5G*Px*R11
and 11>x>5... so x = 8 or 10...8= 2^3... and 10= 2*5... both can be a fit into the formula..
also.. what about the Blue balls(B) ?... they could be any number.. and still hold true if x was 8 or 10...
OA:B












