It will happen again at 1:05 which is 1 hour and 5 minutes
4 hours and 39 minutes before 7:53 p.m. is 6:34 p.m.
To find the time 4 hours and 39 minutes before 7:53 p.m., we can subtract the given time from the duration.
Step 1: Convert 4 hours and 39 minutes into minutes.
4 hours = 4 * 60 = 240 minutes
Total duration = 240 minutes + 39 minutes = 279 minutes
Step 2: Subtract the duration from the original time.
7:53 p.m. - 279 minutes
Subtract the minutes first:
53 minutes - 279 minutes = -226 minutes
Now, since the result is negative, we need to "borrow" an hour from the original time:
7 p.m. - 1 hour = 6 p.m.
So, 4 hours and 39 minutes before 7:53 p.m. is 6:34 p.m.
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B. 3/12
C. 10/16
D. 5/15
Answer:
D
Step-by-step explanation:
A dicimal sign is the same thing as a division sign, so if I do 7 divided by 14 it would be 0.5 if I do 3 divided by 12 it would be 0.25 if I do 10 divided by 16 it would be 0.625 and if I do 5 divided by 15 it would be 0.333333333.
Answer:
Ken has 1 of his money. He spends 1/5 so he still has 4/5 of the original amount of money. He has 4/5 and he spends $21and ends up with 1/2 of his money. 4/5 = 8/10 and 1/2 = 5/10.This means that $21 is 8/10-5/10 of his original amount of money. so $21 is 3/10 of his original amount of money. 21/3*10=70. His original amount of money is $70. This means that 1/2 of his money is $35. So Ken has $35 left.
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Step-by-step explanation:
The weight in fourth grade was 75 pounds.
A percentage is a value that indicates hundredth part of any quantity.
To convert percentage into a fraction it is divided by 100.
Given that,
The present weight of the sixth grader is 90 pounds,
And, the percentage of present weight with respect to fourth grade is 120%.
Suppose his weight in fourth grade was x pounds.
Now, the given problem can be written in the form of expression as below,
120% of x = 90
⇒ (120 / 100) × x = 90
⇒ x = 90 × (100 / 120)
⇒ x = 90 × (5 / 6)
⇒ x = 75
Hence, the weight of the sixth grader in fourth grade was 75 pounds.
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Part A: Identify a coefficient, a variable, and a constant in this expression.
Part B: If Javier works for 5 days and installs 48 windows, how much does he earn? Show your work to receive full credit.
part C: If Javier gets an increase in his stipend and receives $40 for snacks, would the coefficient, variable, or constant in the equation change? Why?