Math, asked by remmelscalaramo18, 5 months ago

which of the following pairs of sets given below are equal? A. Y={a, b ,c} Z={7,9,10} B. T= {algebra, geometry, trigonometry}V= geometry, trigonometry, algebra} C .W={grapes, apples, oranges} X={grapes, peaches apples, oranges} D. R is the set of letters inn the world bank. S is the set of letters in the word post?

Answers

Answered by kssmathssboa
29

Answer:

T = V

Step-by-step explanation:

Answered by pulakmath007
15

SOLUTION

TO DETERMINE

Which of the following pairs of sets given below are equal

A. Y = {a, b ,c} Z = {7,9,10}

B. T = {algebra, geometry, trigonometry}

V = geometry, trigonometry, algebra}

C . W = {grapes, apples, oranges}

X = {grapes, peaches apples, oranges}

D. R is the set of letters inn the world BANK

S is the set of letters in the word POST

CONCEPT TO BE IMPLEMENTED

SET :

A set is a well defined collection of distinct objects of our perception or of our thought to be conceived as a whole

Equal Set

Two sets A and B are said to be equal if every element of A is an element of B and every element of B is an element of A

EVALUATION

A. Y = {a, b ,c} Z = {7,9,10}

We see that every element of Y is not an element of Z , also every element of Z is not an element of Y

So Y and Z are not equal set

B. T = {algebra, geometry, trigonometry}

V = { geometry, trigonometry, algebra}

We see that every element of T is an element of V , also every element of V is an element of T

So T and V are equal set

C . W = {grapes, apples, oranges}

X = {grapes, peaches apples, oranges}

We see that every element of W is an element of X , but every element of X is not an element of W

So W and X are not equal set

D. R is the set of letters inn the world bank

S is the set of letters in the word post

Then R = { b , a , n , k }

S = { p , o , s , t }

We see that every element of R is not an element of S , also every element of S is not an element of R

So R and S are not equal set

FINAL ANSWER

Hence the correct option is

B. T = {algebra, geometry, trigonometry}

V = { geometry, trigonometry, algebra}

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