500 seconds equates to 0.0000005 gigaseconds. This is determined by dividing 500 seconds by 1,000,000,000 seconds (the number of seconds in a gigasecond).
In the field of physics, the measure of time can be broken down into various units. The smallest unit is the second. Higher units include kiloseconds, megaseconds, and gigaseconds. One gigasecond (Gs) is equal to 109 seconds or 1,000,000,000 seconds.
To convert 500 seconds into gigaseconds, you need to divide 500 by 1,000,000,000.
So, 500 seconds = 500 / 1,000,000,000 Gs.
This calculation results in 0.0000005 Gs, which is your answer.
#SPJ11
There seems to be a typo. You wrote 1313, but I'm assuming you meant to say the fraction 1/3. If this assumption is correct, then continue with the rest of the solution. If the assumption is not correct, then ignore what I wrote below and please provide clarification of what the "1313" should represent. Thank you.
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B = your brother's age
S = your sister's age
Y = your age
All of these ages are current present day ages.
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"your brother is 1/3 your age" so B = (1/3)Y or B = Y/3.
"Your sister is 6 years older than your brother" so S = B+6
"Your sister is 10 years old" so S = 10.
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S = B+6
B+6 = S
B+6 = 10 ... plug in S = 10
B+6-6 = 10-6 ... subtract 6 from both sides
B = 4
Your brother is 4 years old.
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B = Y/3
Y/3 = B
Y/3 = 4 .... plug in B = 4
3(Y/3) = 3*4 ... multiply both sides by 3
Y = 12
note: This answer hinges on assumption that the "1313" should be "1/3".
y=5x+1
and please do not give me a fraction i want a whole number for this answer, thank you
Answer: If the entry is a fraction only, leave the whole number field blank. This is the greater of the two entries. After determining which entry is greater, the compare fractions calculator will show its work and give a detailed explanation of each step it took to arrive at the answer.
Step-by-step explanation:
the answer 22
Number of ink cartridges purchased
Total cost for
members
(with membership fee)
Total cost for nonmembers
0
$30
0
1
$40
$25
2
$50
$50
3
$60
$75
Which statement is supported by the table?
The relationship between the number of cartridges purchased and the total cost is proportional for nonmembers but not for members.
The relationship between the number of cartridges purchased and the total cost is proportional for members but not for nonmembers.
The relationship between the number of cartridges purchased and the total cost is proportional for neither members nor nonmembers.
The relationship between the number of cartridges purchased and the total cost is proportional for both members and nonmembers.
Answer:
The relationship between the number of cartridges purchased and the total cost is proportional for nonmembers but not for members.
Answer:
Step-by-step explanation:
a
Answer:
1650 miles
Step-by-step explanation: