Math, asked by jayanth2779, 1 year ago

binocular bottle kids puzzle

Attachments:

absh90: kindly mark as BRAINLIEST
simonbhanu: 171 is the final answer (3+ ((6*2)= 12 * 14 ((3+1)+(6+3+1))
ananthelectrical: If values of that couples is 14 then how it will be equal to 30 in 1st row of the question
ganeshdhas: 131

Answers

Answered by TooFree
47

2nd row:

4 bottles + 4 bottles + 3 bottles = 33

11 bottles = 33

1 bottle = 33 ÷ 11

1 bottle = 3


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3rd row:

2 binoculars + 1 binoculars + 1 binoculars = 24

4 binoculars = 24

1 binoculars = 24 ÷ 4

1 binoculars = 6


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1st row:

(2 people + 2 bottles + 1 binoculars) + (2 people + 1 bottle) + (2 people + 1 bottle + 1 binoculars) = 30

Sub 1 bottle = 3 and 1 binoculars = 6

(people + 2 x 3 + 1 x 6) + (2 people + 1 x 3) + (2 people + 1 x3 + 1 x 6) = 30

(2 people + 6 + 6) + (2 people + 3) + (2 people + 3 + 6) = 30

2 people + 12 + 2 people + 3 + 2 people + 9 = 30

6 people + 24 = 30

6 people = 6

1 people = 6 ÷ 6

1 people = 1

2 people (a boy and a girl ) = 2


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4th row:

1 bottle + 2 binoculars x (2 people + 2 bottles + 1 binoculars)

= 3 + (2 x 6) x (2 + 2 x 3 + 6)

= 3 + 12 x ( 2 + 6 + 6)

= 3 + 12 x 14

= 3 + 168

= 171


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Answer: 171

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Attachments:
Answered by toquinhoperez
2

Risposta: 171

Spiegazione dettagliata:

per x = Bootle

4x + 4x + 3x = 33

11x = 33

x = 33/11 = 3

Bottiglia = 3

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per y = binocolo

2y + y + y = 24

4y = 24

y = 24/4 = 6

Binocolo = 6

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per z = persona

[(z + x) + (z + y + x)] + [(z + x) + (z)] + [(z) + (z + y + x)] = 30

x = 3 e y = 6

[(z + 3) + (z + 6 + 3)] + [(z + 3) + (z)] + [(z) + (z + 6 + 3)] = 30

[2z + 12] + [2z + 3] + [2z + 9] = 30

6z + 24 = 30

6z = 30-24

6z = 6

z = 1

Coppia = 2 | Persona = 1

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Ultima riga

x + 2y * [(z + x) + (z + y + x)]

per x = 3, y = 6, z = 1

3 + 12 * [(1 + 3) + (1 + 6 + 3)] = t

3 + 12 * [4+10] = t

3 + 12*14 = t

3 + 168 = t

t = 171

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