Math, asked by BloomingBud, 1 year ago

Hello

If you can........

Solve it

Attachments:

hyunxu: 2?

Answers

Answered by atul103
3
Hi friend!!

Here is your Answer
________________________________

first
yellow pencil +rabbit+ rabbit =22
pencil = 2
rabbit= 10

=> 2+10+10 = 22
Now

Turtle +Turtle +4 = 10
turtle= 3

=> 3+3+4 = 10

Now

turtle+ 2× hippo = 11
Hippo = 4

then
3+4×2 = 11

Now

Hippo+ rabbit = 14

4+10 = 14


pencil value is 2

✴✴✴✴✴✴✴✴✴✴✴✴✴✴✴✴✴✴✴✴✴✴✴
_________________________________

Hope it's helpful ✌✌
Answered by Sauron
17
\textbf{\underline{\underline{Answer :- }}}

\textbf{The Pencil's value is 2}

\textbf{\underline{\underline{Explanation:-}}}

Let's start with the second statement.

Turtle + Turtle + 4 = 10

Consider Turtle as x

\tt{\implies \: x + x + 4 = 10}

\tt{\implies2x + 4= 10}

\tt{\implies \: 2x =10 - 4 }

\tt{\implies2x = 6}

\tt{\implies \: x = \dfrac{6}{2} }

\tt{\implies \: x \: = 3}

\boxed{\tt{Turtle = 3}}

\textbf{\large{\underline{The Third Statement :}}}

Turtle + 2 Hippos = 11

Consider Hippo as x

\tt{\implies \: turtle + 2x = 11}

\tt{\implies3 + 2x = 11}

\tt{\implies2x = 11 - 3}

\tt{\implies2x = 8}

\boxed{\tt{2 \: Hippos = 8}}

One Hippo =

\tt{\implies \: x \: = \dfrac{8}{2} }

\tt{\implies \: x \: = 4}

\boxed{\tt{Hippo = 4}}

\textbf{\large{\underline{Forth Statement :}}}

Hippo + Rabbit = 14

Consider Rabbit as x

\tt{\implies4 + x = 14}

\tt{\implies \: x = 14 - 4}

\tt{\implies \:x = 10}

\boxed{\tt{Rabbit = 10}}

As we got the value of the Rabbit, we can get the value of the Pencil.

\textbf{\large{\underline{First Statement : }}}

Pencil + Rabbit + Rabbit = 22

Consider Pencil as x

\tt{\implies \: x + 10 + 10 = 22}

\tt{\implies \: x \: + 20 = 22}

\tt{\implies \: x = 22 - 20}

\tt{\implies \: x = 2}

\boxed{\tt{Pencil = 2}}

\therefore \textbf{The value of Pencil is 2.}
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