Question

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One-forth of a herd of camels was seen in the forest. Twice the square-root of
the herd had gone to mountains and the remaining 15 camels were seen on the
bank of the river. Find the total number of camels.​

Answer 1

Answer:36

Step-by-step explanation: follow the attachment.....

Please mark as brainlist....

Answer 2

Answer:

let the total number of camel be x

ATQ

1/4x + 2(√x) + 15 = x

1/4x +2√x + 15 = x

2√x = x - 1/4x -15

2√x = (4x -x - 60)/4

√x = (3x - 60)/8

squaring both sides

we get

x = (3x - 60)²/8²

x = (9x² + 3600 - 360x)/64

9x² - 360x + 3600 = 64x

9x² - 424x + 3600 = 0

9x² -324x - 100x + 3600 = 0

9x(x - 36) -100(x -36) = 0

x = 36 or x = 100/9

number of camels can't be in fraction

therefore number of camels are 36