Math, asked by SᴘᴀʀᴋʟɪɴɢCᴀɴᴅʏ, 8 months ago

Hii ......solve the given attachment ​

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Answered by Nereida
13

AnsweR:

Forming equations:

  • 3x = 18
  • 2y + z = 20
  • 2b + x = 10
  • 2z + b = 06

From equation 1,

  • 3x = 18
  • x = 18/3
  • x = 6

( skateboard + mouse = 6 )

Using this in equation 3,

  • 2b + 6 = 10
  • 2b = 10 - 6
  • 2b = 4
  • b = 4/2
  • b = 2

( 2 balloons = 2 )

Using this in equation 4,

  • 2z + b = 06
  • 2z + 2 = 06
  • 2z = 6 - 2
  • 2z = 4
  • z = 4/2
  • z = 2

( 2 skateboards = 2 )

Using this in equation 2,

  • 2y + z = 20
  • 2y + 2 = 20
  • 2y = 20 - 2
  • 2y = 18
  • y = 9

( Minion + 4 balloons = 9 )

\rule{200}2

We got a result, 2 balloons = 2.

So, 1 balloon = 1.

So, using this in the result:

➜Minion + 4 balloons = 9

➜Minion + 4 = 9

➜Minion = 5

We know that, 2 skateboards = 2.

So, 1 skateboard = 1.

So, using this in the result:

➜Skateboard + Mouse = 6

➜1 + Mouse = 6

➜Mouse = 5

\rule{200}2

Now, by the information we got above:

➜(Minion + 3 balloons) + (1 balloon + 3 skateboards) + (Mouse)

➜(5 + 3×1) + (1 + 3×1) + 5

➜8 + 4 + 5

➜17

Final Answer: 17

\rule{200}4

Answered by Anonymous
12

{\huge{\underline{\underline{\mathbb{\red{ANSWER}}}}}}

\bf\blue{Substituting\:with\:variables\:and\:forming\:equations\::}

3j = 18⠀⠀⠀⠀⠀⠀⠀⠀ --- \bf\pink{eq\:(1)}

2m + s = 20⠀⠀⠀⠀ --- \bf\pink{eq\:(2)}

2b + j = 10⠀⠀⠀⠀⠀ --- \bf\pink{eq\:(3)}

2s - b = 06⠀⠀⠀⠀⠀ --- \bf\pink{eq\:(4)}

\bf{Evaluating\:from\:{\pink{eq\:(1)}}}

3j = 18

j = 18/3

j = 6

It means,

\bf\blue{(\:skateboard\:+\:mouse\:=\:6\:)}

\bf{Evaluating\:the\:same\:in\:{\pink{eq\:(3)}}}

2b + 6 = 10

2b = 10 - 6

2b = 4

b = 4/2

b = 2

\bf\blue{(\:2\:balloons\:=\:2\:)}

\bf{Evaluating\:the\:same\:in\:{\pink{eq\:(4)}}}

2s - b = 06

2s - 2 = 06

2s = 6 + 2

2s = 8

s = 8/2

s = 4

\bf\blue{(\:2\:skateboards\:=\:2\:)}

\bf{Evaluating\:the\:same\:in\:{\pink{eq\:(2)}}}

2m + s = 20

2m + 4 = 20

2m = 20 - 4

2m = 16

m = 8

\bf\blue{(\:Minion\:+\:4\:balloons\:=\:9\:)}

We know that, 2 balloons = 2.

So, 1 balloon = 1.

So, using this :

➜ Minion + 4 balloons = 9

➜ Minion + 4 = 9

➜ Minion = 5

We also know that, 2 skateboards = 2.

So, 1 skateboard = 1.

So, using this :

➜ Skateboard + Mouse = 6

➜ 1 + Mouse = 6

➜ Mouse = 5

\bf\blue{Now,\:gathering\:all\:the\:information}

\bf\blue{As\:a\:final\:result,}

➜ (Minion + 3 balloons) + (1 balloon + 3 skateboards) + (Mouse)

➜ (5 + 3×1) + (1 + 3×1) + 5

➜ 8 + 4 + 5

➜ 17

\bf\red{Answer:\:17}

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