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It means 4 * 106

= 4 000 000 ( 4 million)

Q: What is it called when you write 4E6 when E equals Exp?

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exp(x)

By using the chain rule. Since the derivative of exp(x) is exp(x), the derivative of exp(exp(exp(x))) is exp(exp(exp(x))) times the derivative of what is inside the parentheses, i.e., exp(exp(exp(x))) times derivate of exp(exp(x)). Continue using the chain rule once more, for this expression.

Using "^" for powers, you can write as:y = ab^x or alternatively as: y = a exp(kx) where a, b, k are different constants, and exp() is the exponential function (e^x).

Use the "chain rule" of differentiation: y=exp(exp(x)) taking ln both side in y=e x (1/y)dy/dx=e x dy/dx=y*e x dy/dx=exp(x+exp(x))

(1/2)x = 2-x = exp (ln 2-x) = exp( -x ln 2). Since d/dx exp(x) = exp(x), we can use the chain rule to find that: d/dx (1/2)x = -(ln 2) exp(-x ln 2).

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exp(x)

Your Pokémon gets an Exp. boost... Was that so difficult to figure out?

what is means Current CtC and Exp Ctc

By using the chain rule. Since the derivative of exp(x) is exp(x), the derivative of exp(exp(exp(x))) is exp(exp(exp(x))) times the derivative of what is inside the parentheses, i.e., exp(exp(exp(x))) times derivate of exp(exp(x)). Continue using the chain rule once more, for this expression.

a*b = exp (ln a + ln b)

1 step equals 1 exp so if your pokemon needs 1000 exp you have to walk 1000 steps hope this helped :)

You can easily can get exp by just searching someone in the 'search friend' and write hannah or rose or taylor and you'll get alot of player with those name. Start adding all of them and u will get 1 exp each. Then go to ur friend place what ever that is where u have friends and start deleting them. The exp will be with u all the time

you go up exp by winning and lose exp by quitting

Move the decimal point over twice, exp. : 540 centimeters equals 5.4 meters

go to oaklore, go in the castle, go left, talk to the guy on the catapult, do the quest called explore ruins, then you get a lot of exp

Using "^" for powers, you can write as:y = ab^x or alternatively as: y = a exp(kx) where a, b, k are different constants, and exp() is the exponential function (e^x).

exp ? exp : exp