Question

pls help me fast guys ..​

Answer 1

Analysis→

Here we're given that the sides of the parallelogram HELP are: (PL=30cm), (LE=21cm), (EH=5y) and (HP=4x+1). And we've to find the values of x and y for the given parallelogram. And we know that the opposite sides of a parallelogram are equal to each other.

$\dashrightarrow\rm{Side\:HP=Side\:LE}$

$\dashrightarrow\rm{Side\:PL=Side\:HE}$

Given→

• Side PL=30cm
• Side LE=21cm
• Side HE=5y
• Side HP=4x+1

To Find→

The value of x and y.

Answer→

$\large\maltese{\underline{\underline{\rm{For\:Sides(PL\:and\:HE)\leadsto}}}}$

$\implies\rm{Side\:PL=Side\:HE}$

$\implies\rm{30cm=5y}$

$\implies\rm{y=\dfrac{30cm}{5}}$

$\implies\rm{y=\dfrac{\cancel{30cm}}{\cancel{5}}}$

$\implies\rm{y=6cm}$

${\boxed{\boxed{\implies{\bf{y=6cm\checkmark}}}}}$

$\large\maltese{\underline{\underline{\rm{For\:Sides(LE\:and\:HP)\leadsto}}}}$

$\implies\rm{Side\:LE=Side\:HP}$

$\implies\rm{21cm=4x+1}$

$\implies\rm{4x=20cm}$

$\implies\rm{x=\dfrac{20cm}{4}}$

$\implies\rm{x=\dfrac{\cancel{20cm}}{\cancel{4}}}$

$\implies\rm{x=5cm}$

${\boxed{\boxed{\implies{\bf{x=5cm\checkmark}}}}}$

☞ Hence the values of x and y are 5cm and 6cm respectively which is the required answer.

HOPE IT HELPS.

Answer 2

Step-by-step explanation:

Here we're given that the sides of the parallelogram HELP are: (PL=30cm), (LE=21cm), (EH=5y) and (HP=4x+1). And we've to find the values of x and y for the given parallelogram. And we know that the opposite sides of a parallelogram are equal to each other.

\dashrightarrow\rm{Side\:HP=Side\:LE}⇢SideHP=SideLE

\dashrightarrow\rm{Side\:PL=Side\:HE}⇢SidePL=SideHE

Given→

Side PL=30cm

Side LE=21cm

Side HE=5y

Side HP=4x+1

To Find→

The value of x and y.

Answer→

\large\maltese{\underline{\underline{\rm{For\:Sides(PL\:and\:HE)\leadsto}}}}✠

ForSides(PLandHE)⇝

\implies\rm{Side\:PL=Side\:HE}⟹SidePL=SideHE

\implies\rm{30cm=5y}⟹30cm=5y

\implies\rm{y=\dfrac{30cm}{5}}⟹y=

5

30cm

\implies\rm{y=\dfrac{\cancel{30cm}}{\cancel{5}}}⟹y=

5

30cm

\implies\rm{y=6cm}⟹y=6cm

{\boxed{\boxed{\implies{\bf{y=6cm\checkmark}}}}}

⟹y=6cm✓

\large\maltese{\underline{\underline{\rm{For\:Sides(LE\:and\:HP)\leadsto}}}}✠

ForSides(LEandHP)⇝

\implies\rm{Side\:LE=Side\:HP}⟹SideLE=SideHP

\implies\rm{21cm=4x+1}⟹21cm=4x+1

\implies\rm{4x=20cm}⟹4x=20cm

\implies\rm{x=\dfrac{20cm}{4}}⟹x=

4

20cm

\implies\rm{x=\dfrac{\cancel{20cm}}{\cancel{4}}}⟹x=

4

20cm

\implies\rm{x=5cm}⟹x=5cm

{\boxed{\boxed{\implies{\bf{x=5cm\checkmark}}}}}

⟹x=5cm✓

☞ Hence the values of x and y are 5cm and 6cm respectively which is the required answer.

HOPE IT HELPS

gooot bhi plz listen