Math, asked by minahanosh, 1 year ago

Consider the following sets: P = {x | x is a parallelogram} C = {x | x is a circle} K = {x | x is a kite} R = {x | x is a rectangle} T = {x | x is a trapezoid} Which set is a subset of set P? C K R T

Answers

Answered by Acharya01
2

set R is a subset of set P

Given

  • P = {x | x is a parallelogram}
  • C = {x | x is a circle}
  • K = {x | x is a kite}
  • R = {x | x is a rectangle}
  • T = {x | x is a trapezoid}

To find

  • a set is subset of set P

Solution

we are provided with four sets and our asked to find the subset of a set P

we know that for a set B to be a subset of a set A , it is necessary that all the elephants of set B should be in set A.

set C being a set of circle cannot be said as a parallelogram it shall not be a subset of the latter

set K , a set of all kites, we here should immediately remember the property of kite that a kite may not mandatory be a parallelogram as the sides of a kite may not be parallel, therefore this is also not a subset of P

set R , set of all rectangles, since all the rectangles hold the property of parallelogram we can say that every rectangle is a parallelogram ,therefore set R is a subset of set P

set T, set of trapezoid, for a trapezoid a pair of opposite sides are parallel but the remaining pair of sides may not be parallel, therefore, it does not hold the property of a parallelogram and is not a parallelogram. Set T is also not a subset of P

Answered by vinod04jangid
3

Answer:

r is a subset of p

Step-by-step explanation:

GIVEN - P ={xl x is a parallelogram}

C= { x| x is a circle}

K= { x| x is a kite}

R= { x| is a rectangle}

T= { x| is a trapezoid}

to FIND- subset of set p

solution- we all know that for a subset the all of elements of A should be in B so here in this question R is a subset of p because in rectangle both sides are equal and in parallelogram both sides are equal so r is a subset of p

FINAL ANSWER- r is a subset of p

#SPJ3

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