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Q: How is the exponential expression nine to the fourth power written in expanded form?

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In exponential form, 64 can be expressed in at least four ways. These are 64 raised to the first power, 2 raised to the sixth power, 4 raised to the fourth power, and 8 raised to the second power.

6 to the fourth power means that to multiply 6 by itself four times i.e. 6 x 6 x 6 x 6. This is how 6 to the fourth power is written: 64. The answer to 64 is 1,296.

Well "of" means multiplication, so it would be written as such: 1/4(7*2)

20 raised to the fourth power or 20*4 (where * is used as the symbol for exponentiation)

6.4*104 = 64,000

4 (from "the 4th power")

One to any power is still one. If the power is positive, you have 1 times itself over and over again, so it does not change. If the power is zero, the answer is always one, no matter the number. If the power is negative, you find the reciprocal of the expression and make the power positive. If the base of the exponential expression is 1, it is always one.

example 0.0081 the exponential form is (8 times 1/10 raise to the third power)+(1 times 1/10 raise to the fourth power)

Not sure about one forth, but one fourth is (1/4)*n or n/4.

If you mean: 54 it means 5 x 5 x 5 x 5 = 625

fourth rank or order; Of a mathematical expression containing e.g. x

The square root of x can also be written as x^1/2. The cubic root of x is x^1/3, the fourth root x ^1/4, and so on.

twenty-fourth nineteenth Fifthteenth

a4b2

1/4 + 2x

19

0.04 = (0 x 1) . (0/10) + (4/100)

2 x 2 x 2 x 2 = 16

Here is an example: 0.36107 = 3x101 + 6x102 + 1x103 + 0x104 + 7x105. (you could omit the fourth term, 0x104.)

[-1+sqrt(3)]1/4

x/2 - 3/4

4/5 * 7/3 = 1.87

the answer would be .000X because if the power is negative than the answer will be a decimal.

1/4 ( x-7)

Sharon Butala has written: 'The fourth archangel'