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Marysya12
13 days ago
5

Roger is paid $50 to sell videos of a play to an audience after the play is

Mathematics
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Two coins are to be flipped. The first coin will land on heads with probability 0.6, the second with probability 0.7. Assume tha
PIT_PIT [12445]

Step-by-step explanation:

P(X=1)  = P(first heads and second tails) +P(first tails and second heads)

            =P(first heads)×P(second tails)    +  P(first tails)  ×P(second heads)              

               since events are independent P(A∩B)  = P(A) ×P(B)

            = 0.6 ×0.3 + 0.4 ×0.7

            = 0.46

P(X=0)    = P(first tails and second tails)

               = 0.4  ×0.3

               =0.12

P(X=2)    =   P(first heads and second heads)

               = 0.6 ×0.7

               = 0.42

Mean   E(X)     =    0 ×0.12 + 1 × 0.46 + 2 ×0 0.42

                        =1.3            ( Since mean is a ratio, it may exceed 1 )

3 0
3 months ago
a desert has both fruit and yogurt inside altogether the mass of the desert is 185g the ratio of the mass to fruit to the mass o
Svet_ta [12734]
Fruit: yoghurt: total
2: 3: 2 + 3
2: 3: 5

5 parts = 185
1 part = 185 ÷ 5 = 37
3 parts = 37 x 3 = 111g

The weight of the yoghurt is 111g

6 0
3 months ago
Read 2 more answers
Mike earned x dollars the first week of his new job. He earned 5% more the second week than the first week. Which expression rep
zzz [12365]

The expression indicates that the total earnings of Mike over the two weeks amount to 2.05x dollars

Solution:

It is given that Mike earned x dollars during the first week at his new job,

While in the second week, he earned 5% more than the earnings of the first week.

To determine: Total earnings over the two weeks

From the information provided,

Earnings in the first week = "x" dollars

Earnings in the second week = 5% more than first week earnings

Thus,

Earnings in the second week = x + 5% of x

\rightarrow x + 5 \% \times x\\\\\rightarrow x + \frac{5}{100} \times x\\\\\rightarrow x + 0.05x = 1.05x

Therefore, earnings in the second week equal to 1.05x dollars

The total earnings over the two weeks:

Total earnings = Earnings from first week + Earnings from second week

Total\ Amount = x + 1.05x = 2.05x

Thus, the expression for the total earnings of Mike for both weeks is 2.05x dollars

5 0
3 months ago
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