One fourth of a herd of deer have gone to the forest.One third of the

1.	One fourth of a herd of deer have gone to the forest.One third of the total number are grazing in a field and remaining 15 are drinking water on the bank of a river. Find the total number of deer.( linear equations in one variable. )
Answer» Answer: PLS follow me and mark me as brainliest as i amdpoing hardwork Step-by-step explanation: Let the total number of deers be X. No. of deers in the forest = 1/4x No. of deers in the field = 1/3x No. of deers drinking water = 15 Total number of deers = 1/4x + 1/3x + 15 = x 3/12x + 4/12x - x = -15 7/12x - 12x/12 = -15 -5X/12 = -15 5x/12 = 15 (both minuses gets CANCELLED) 5x = 15 * 12 5x = 180 x = 180/5 = 36 The total number of deers are 36.

One fourth of a herd of deer have gone to the forest.One third of the total number are grazing in a field and remaining 15 are drinking water on the bank of a river. Find the total number of deer.( linear equations in one variable. )

Answer»

Answer:

PLS follow me and mark me as brainliest as i amdpoing hardwork

Step-by-step explanation:

Let the total number of deers be X.

No. of deers in the forest = 1/4x

No. of deers in the field = 1/3x

No. of deers drinking water = 15

Total number of deers = 1/4x + 1/3x + 15 = x

3/12x + 4/12x - x = -15

7/12x - 12x/12 = -15

-5X/12 = -15

5x/12 = 15 (both minuses gets CANCELLED)

5x = 15 * 12

5x = 180

x = 180/5

The total number of deers are 36.