`(5^(500))/(500)` . Find R.

(327)/(500)

The value of (3^(502) - 3^(500) +16)/(3^(500) +2) is

If lim_(x rarr5)(x^(k)-5^(k))/(x-5)=500 then find k

The value of (3^(502) - 3^(500) + 16)/(3^(500) + 2) is

A manufacturer builds a machine which will address 500 envelopes in 8 minutes. He wishes to build another machine so that when both are operating together they will address 500 envelopes in 2 minutes. The equation used to find how many minutes x it would require the second machine to address 500 envelopes alone, is a. 8-x=2 b. 1/8+1/x=1/2 c. (500)/8+(500)/x=500 d. x/2+x/8=1

For an A.P. a=25 and t_(20)=500. Find the common difference d.

The momentum of a body of masss of 5kg is 500kg ms^(-1) . Find the its K.E.

If (32)/(500) = (2)^(3)/(5)^(m) , then the value of m is