Please find the Answers of the questions asked by me in my last post
Q.3: The
length of a rectangle is four times its width. If the area is 100 m2 what is
the length of the rectangle?
Ans3.: Let L be the length and W be the width of the rectangle. Hence
L = 4 W
We now use the area to write
100 = L × W
Substitute L by 4 W in the equation above
100 = 4 W × W = 4 W2
Solve for W and find L
4 W2 = 100
W2 = 25 ,
W = 5 and L = 4 W = 20 m
Q.1 : A car traveled 281 miles in 4
hours 41 minutes. What was the average speed of the car in miles per hour?
Ans 1: You just need to express 4
hrs 41 min in terms of hours. Then
you will have an answer in miles/hour
The simplest expression, since 41 has no divisors is
4 hours +41/60 (min/(min/hr) =240/60+ 41/60 = 281/60 hrs
you will have an answer in miles/hour
The simplest expression, since 41 has no divisors is
4 hours +41/60 (min/(min/hr) =240/60+ 41/60 = 281/60 hrs
(281/281)/60 = 60
The average speed is 60 mi./hr
Q.2: In
a group of 120 people, 90 have an age of more 30 years, and the others have an
age of less than 20 years. If a person is selected at random from this group,
what is the probability the person's age is less than 20?
Ans.2:
Number of people whose age is less than 20 is given by
120 - 90 = 30
Probability P that a person selected at random from the group is less than 20 is gieven by
30 / 120 = 0.25
Number of people whose age is less than 20 is given by
120 - 90 = 30
Probability P that a person selected at random from the group is less than 20 is gieven by
30 / 120 = 0.25
Ans3.: Let L be the length and W be the width of the rectangle. Hence
L = 4 W
We now use the area to write
100 = L × W
Substitute L by 4 W in the equation above
100 = 4 W × W = 4 W2
Solve for W and find L
4 W2 = 100
W2 = 25 ,
W = 5 and L = 4 W = 20 m
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