Question about Nokia N70 Cellular Phone

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1 Century equals to 100 years, so there are 365 multiplied by 100 years in 1 century, i.e. 36500 days in One Century.

If you need further help, let me know.

Good luck.

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Posted on Sep 06, 2010

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Goodluck!

Posted on Jan 02, 2017

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3,153,600,000 seconds in a century.

Jun 07, 2015 | Miscellaneous

365 days in a year, 366 in leap years.

Sep 25, 2014 | Day-Timer Office Equipment & Supplies

Here is how to do it during a calculation. It is taken from the manual

Press**[f] [INT] **to calculate on the basis of **360 days** per year.

Press [R arrow down][X><Y]to calculate with 365 days per yea.r

Press

Press [R arrow down][X><Y]to calculate with 365 days per yea.r

Sep 25, 2013 | HP 12c Calculator

[3, 10, 16], [4, 5, 18], [5, 12, 14], and [10, 11, 12] all work. Of course, there are an infinite number of numbers that are the sum of three squares.

Aug 22, 2012 | Office Equipment & Supplies

Divide 970 by 365 to get 2.657 which is 2 years and some.

Calculate 970-2x365=240 days.

Divide 240 by 30 days to get 8 months.

Total is about 24+8=32 months.

You can also calculate the average length of a month as 365/12=30.416666666

Then calculate 970/(365/12)=970x12/365=31.89041096 or about 32 months. Or 31 months and 27 days.

Calculate 970-2x365=240 days.

Divide 240 by 30 days to get 8 months.

Total is about 24+8=32 months.

You can also calculate the average length of a month as 365/12=30.416666666

Then calculate 970/(365/12)=970x12/365=31.89041096 or about 32 months. Or 31 months and 27 days.

May 30, 2011 | Casio FX-9750GPlus Calculator

OK here it is.

Dada is 84 years old (grandfather)

Baap is 49 years old (father)

Pota is 7 years old (grandson)

Check: 84 + 49 + 7 = 140 years

Read below if you want to know how to solve (Its a simultaneous eq. of 3 variables bdw :)):

Let Dada be D years, Baap be B years and Pota be P years

D + B + P = 140 (given)----------------------------- (1)

Constraints:

D = 12P; --------------------------------------------------- (2) 1 year is 12 months; 52 weeks; and 365 days

52B = 365P; --------------------------------------------- (3)

Substitute value of P from (3) into (2) therefore D = (12 * 52/365)B ------------------- (4)

Put (4) in 1 to get

(12*52/365)B + B + (52/365)B = 140

This gives B = 49 years. Put in above eqs to get other values.

Dada is 84 years old (grandfather)

Baap is 49 years old (father)

Pota is 7 years old (grandson)

Check: 84 + 49 + 7 = 140 years

Read below if you want to know how to solve (Its a simultaneous eq. of 3 variables bdw :)):

Let Dada be D years, Baap be B years and Pota be P years

D + B + P = 140 (given)----------------------------- (1)

Constraints:

D = 12P; --------------------------------------------------- (2) 1 year is 12 months; 52 weeks; and 365 days

52B = 365P; --------------------------------------------- (3)

Substitute value of P from (3) into (2) therefore D = (12 * 52/365)B ------------------- (4)

Put (4) in 1 to get

(12*52/365)B + B + (52/365)B = 140

This gives B = 49 years. Put in above eqs to get other values.

Dec 04, 2010 | Computers & Internet

pota=7

baap=49

dada=84

7+49+84=140

pota jitne mahine ka=7*12=84(dada utne sal ka)

pota kitnee din ka=7*365=2555din

baap ki umar in days (49*365/7)=2555din

ok

baap=49

dada=84

7+49+84=140

pota jitne mahine ka=7*12=84(dada utne sal ka)

pota kitnee din ka=7*365=2555din

baap ki umar in days (49*365/7)=2555din

ok

Nov 20, 2010 | Computers & Internet

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