A herd of goats consists of A males and B females. In that herd, half of the goats that have horns are females. If C goats of the herd do not have horns, then the total number of male goats in the herd that do NOT have horns, in terms of A, B and C is - Choose the correct choice from the following options
A) (A−B+C)/2  B) (A−B−C)/2  C) (A+B+C)/2  D) (A+B−C)/2  E) (2A−B+C)/2
Male Goats = A   Female Goats = B   1/2 of Horn Goats = Females = x (say)   Therefore, other half will be Male = x   Now, Male Goats without horn = A -x -- (1)   Also, Total Goats without horn = C = (A -x) + (B-x)   or x = (A+B - C)/2   Substituting the value of x in equation (1)   We will have A - x =(A−B+C)/2.   (A−B+C)/2nswer (A−B+C)/2.
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A herd of goats consists of A males and B females. In that herd, half of the goats that have horns are females. If C goats of the herd do not have horns, then the total number of male goats in the herd that do NOT have horns, in terms of A, B and C is -