If the length of one of the diagonals of a square is p units, then what
is the perimeter of the square?

Question

If the length of one of the diagonals of a square is p units, then what is the perimeter of the square?​

Emma · Answer

Answer:       Answer is 4p/√2.     Step-by-step explanation:       SOLUTION         G  i  v  e  n  ,                                    A  C     i  s     d  i  a  g  o  n  a  l  ,     A  C     i  s     a  l  s  o     p     u  n  i  t  .                                    A  B     =     B  C     =     C  D     =     D  A     =     a     u  n  i  t  s  .      F  i  n  d  ,                           t  h  e     p  e  r  i  m  e  t  e  r     o  f     s  q  u  a  r  e  .       SO,         We have to use Pythagoras Theorem.    => AC² = AB² + BC²    => p² = a² + a²    => p = √2a    => a = p/√2    Now,           We have to multiply with 4 as square has four sides.    => Perimeter = 4 × AB    => Perimeter = 4a    => Perimeter = 4p/√2          (    G    i    v    e    n    ,         a         =         p    /    √    2    )          H    e    n    c    e    ,                                                                    P    e    r    i    m    e    t    e    r         o    f         s    q    u    a    r    e         i    s         4    p    /    √    2

Autumn · Answer

U   R    A N S WER :-         The         length         of         one         diagonal    /    side         of         the         square      is         p         unit    .         Perimeter         of         square         =   》     4     ×  sides                                                                                                                =  》 4×p =   4p    .        Hence    ,   Perimeter = 4p.

Aubrey

find the square root of the following, correct to threee places of decimal of 11

2. Number of families in a village in correspondence with the number of children are given
below:
No of children
0<

2 thoughts on “If the length of one of the diagonals of a square is p units, then what<br />is the perimeter of the square?”

UR ANSWER:-

The length of one diagonal/side of the square

is p unit.

Hence, Perimeter = 4p.

Answer is 4p/√2.

SOLUTION

Given,

AC is diagonal, AC is also p unit.

AB = BC = CD = DA = a units.

Find,

the perimeter of square.

SO,

We have to use Pythagoras Theorem.

Now,

We have to multiply with 4 as square has four sides.

Hence,

Perimeter of square is 4p/√2

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If the length of one of the diagonals of a square is p units, then whatis the perimeter of the square?​