Match each of the sets on the left in the roster form with the same set on the right described in the set-builder form:
Match each of the sets on the left in the roster form with the same set on the right described in the set-builder form:
(i) $\quad\{A, P, L, E\}$ (i) $\quad x: x+5=5, x \in Z$
(ii) $\{5,-5\}$ (ii) $\{x: x$ is a prime natural number and a divisor of 10$\}$
(iii) $\{0\}$ (iii) $\{x: x$ is a letter of the word "RAJASTHAN" $\}$
(iv) $\{1,2,5,10,$, (iv) $\{x: x$ is a natural number and divisor of 10$\}$
(v) $\{A, H, J, R, S, T, N\}$ (v) $\quad x: x^{2}-25=0$
(vi) $\{2,5\}$ (vi) $\{x: x$ is a letter of the word "APPLE" $\}$
(i) {A, P, L, E} is a roster form of {x : x is a letter of the word APPLE}.
(ii) {5, −5} is a roster form of {x : x2 − 25 = 0}.
(iii) {0} is a roster form of {x : x + 5 = 5, x ∈ Z}.
(iv) {1, 2, 5, 10} is a roster form of {x : x is a natural number and a divisor of 10}.
(v) {A, H, J, R, S, T, N} is a roster form of {x : x is a letter of the word RAJASTHAN}.
(vi) {2, 5} is a roster form of {x : x is a prime natural number and a divisor of 10}.
(i) $\{A, P, L, E\}$ (vi) $\{x: x$ is a letter of the word $A P P L E\}$
(ii) $\{5,-5\}$ (v) $\left\{x: x^{2}-25=0\right\}$
(iii) $\{0\}$ (i) $\{x: x+5=5, x \in Z\}$
(iv) $\{1,2,5,10\}$ (iv) $\{x: x$ is a natural number and a divisor of 10$\}$
(v) $\{A, H, J, R, S, T$,$N\}$ (iii) $\{x: x$ is a letter of the word RAJASTHAN $\}$
(vi) $\{2,5\}$ (ii) $\{x: x$ is a prime natural number and a divisor of 10$\}$