Q77Single correct3 Marks10 Jul 2022Let X1,X2,…,X30X_1,X_2,\ldots,X_{30}X1,X2,…,X30 be i.i.d. Poisson(2)(2)(2), and let Y=∑i=130XiY=\sum_{i=1}^{30}X_iY=∑i=130Xi. Using the Central Limit Theorem, find the value of P(Y>20)P(Y>20)P(Y>20).A1−FZ(−5)1-F_Z(-5)1−FZ(−5)B1−FZ(5)1-F_Z(5)1−FZ(5)CFZ(−0.5)F_Z(-0.5)FZ(−0.5)D1−FZ(0.5)1-F_Z(0.5)1−FZ(0.5)