The probability that Isaiah makes a penalty kick is the likelihood of making the kick
The probability that Isaiah makes both penalty kicks is 35%
<h3>How to determine the probability?</h3>
From the sample space, there are 7 occurrences where Isaiah makes both penalty kicks, and there are 20 occurrences in all
So, the probability (p) that Isaiah makes both penalty kicks is:
p = 7/20
Evaluate the quotient
p = 0.35
Express as percentage
p = 35%
Hence, the probability that Isaiah makes both penalty kicks is 35%
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brainly.com/question/25870256
It is the same .20 and 1/5= 0.2.
Answer:
5 chapters per hour
Step-by-step explanation:
30chapters/6hours = 5 chapters/hour
Answer:
C
Step-by-step explanation:
First is the quadratic equation because (x+4) is squared so we have a parabola graph
Second and third are equations of a lines because we have only x in the equations
...so choices B and C have parabola ,line, line
The parabola has the condition x< -3 since we have a "less then" sign the bubble has to be empty on the parabola line on the graph C
I would say 169 but I’m not positive