100 coins in a row or
100 cents in a rand or
100 cubits in a rood.
R. C. K. Ginn has written: 'Tyger! Tyger!'
100 legs on a centipead
ray charles
Pirates like the letter R, while sailors in general love the C.
R. C. Mowat has written: 'Four papers on contemporary history' 'Ruin and resurgence, 1939-1965' -- subject(s): History
100 Runs in a Century
100 cents in a Rand
There are two equivalent way. Suppose the item costs C units (of whatever currency), and suppose the tax rate is R %. You calculate the total tax = C*R/100 currency units so total costs = C + C*R/100 Alternatively, you calculate the tax multiplier, = (1 + R/100) and then the total cost is C*(1 + R/100). It is simple to show the two arrive at the same answer.
100 coins in a row 100 cents in a rand 100 cubits in a rood
100 Kopeks in a Ruble
The amount of interest earned on an investment of C, for y years at r per cent is C*y*r/100.
If you mean 25 and 100 they are XXV and C respectively If you mean 25,100 it is (XXV)C which means 1000*25+100 = 25,100
Rs 2000. The amount a after n years of an amount c with interest rate r % is: a = c(1 + r/100)^n After 3 & 6 years of the question there is: Rs 4000 = c(1 + r/100)^3 Rs 8000 = c(1 + r/100)^6 Dividing the second by the first gives: Rs 8000 ÷ Rs 4000 = (c(1 + r/100)^6) ÷ (c(1 + r/100)^3) → 2 = (1 + r/100)^3 Using the first equation and substituting for (1 + r/100)^3 found above: Rs 4000 = c(1 + r/100)^3 = 2c → c = Rs 2000 Alternatively: As it is compound interest, the saved interest also attracts interest; the amount doubles in the 3 years from year 3 to year 6, so it doubles every 3 years. Therefore initially it must be half the value at 3 years → it is ½ × Rs 4000 = Rs 2000.
Cxc = c + (c-x) = 100+ (100-10) = 190
choose the right
100
The Roman numeral C represents 100