Question

Two dice are thrown simultaneously. Find the probability of getting

a). an even number on first dice

b). an odd number on first dice

c). an even number as the sum

d). a multiple of 5 as the sum

e). a multiple of 7 as the sum

f). a multiple of 3 as the sum

g). a sum more than 7

h). a sum greater than 9

i). neither the sum 9 nor the sum 11
as the sum

j) a sum less than 6

k). a sum less than 7

l). a sum more than 7

m). a multiple of 3 on one dice

n). a multiple of 2 on one dice

o). a multiple of 5 on one dice

p). a multiple of 2 on one dice and a multiple of 3 on the other

q). a doublet

r). a doublet of even number

s). a doublet of odd number

t). a doublet of prime number

u). a number other than 5 on any dice

v). a number other than 3 on any dice

w). the sum equal to 12.

x). the sum than equal to 10

y). the sum less than or equal to 10

z). greater the sum as a prime number

please give correct answers​

Answer 1

Answer:

A.) Hence, The probability of getting an even number at the first die OR a total of 8 is 1/2+5/36-3/36=20/36.