Determine whether the statement below is always, sometimes, or never true: a kite is a rhombus

'Sometimes' is the correct option

Step-by-step explanation:

We are given the statement,

'A kite is a rhombus'.

We know that,

Rhombus - is a parallelogram whose all four sides are equal and opposite angles are equal.

Kite - is a quadrilateral having two equal length adjacent sides and the angles where the pair of adjacent sides meet are equal.

So, we get that,

Thus, the kite is a rhombus when the all the sides of a kite are equal.

Hence, 'A kite is sometimes a rhombus'.

Assume that  2 points  = y and three points = x

That means

x(3p)  + y(2p)  = 32p

2y(3p) + y(2p) = 32p

y [2(3p) + 2p]  = 32 p

y  [ 8p ]            =  32 p

y                       =   4

4 x 2  = 8   ; and 32 -  8 = 24

Which means x  = 8

Hope this helps