# Which Expression is Equivalent to I 233

Which Expression is Equivalent to I 233

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Which

Author:
Mamie Jackson

Published:
2020-06-18

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637

YouTube Answers ## Which expression is equivalent to I 233?

There are a few unlike ways to answer this question, but the most straightforward mode to think about it is to use the distributive property. This states that for any integer northward and any polynomials a and b, nosotros have n(a+b) = na+nb. Therefore, if nosotros accept due north to be I and a to be ii and b to be 33, nosotros have I(2+33) = I2+I33 = 92+233 = 325. Therefore, I 233 is equivalent to 325.

## What is the value of i when it is raised to the 233rd power?

The value of i when it is raised to the 233rd power is 9,587,550,347,495,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000. This number is so big that information technology is almost incommunicable to comprehend. In scientific notation, this number would be written as 9.587 x 10^233. This number is so vast that it is hard to even imagine what it would be similar. It is larger than the number of atoms in the universe. It is larger than the number of stars in the universe. It is even larger than the number of galaxies in the universe. This number is so large that it is hard to wrap our minds around information technology.

## What is the value of i when it is raised to the 3rd power so multiplied by 23?

When we are faced with a mathematical equation, nosotros frequently are asked to discover the value of a item variable. In this case, nosotros are being asked to find the value of i when information technology is raised to the third power and and then multiplied by 23. We can use algebra to solve this equation and find the value of i. We begin by raising i to the 3rd ability. This gives us the equation i3 * 23. We can and so use the distributive property to multiply 23 by each term in the equation. This gives united states of america the equation 23 * i3 + 23 * 1. Adjacent, we use the fact that i3 * 23 is equal to 23 * i3 to simplify our equation. This gives usa the equation 23 * i3 + 23 * 1. At present, we solve for i by using the algebraic method of solving equations. We begin by subtracting 23 from each side of the equation. This gives united states of america the equation 0 = 23 * i3 – 23. We then divide each side of the equation by 23. This gives us the equation 0 = i3 – i. Finally, we take the cube root of each side of the equation. This gives us the equation i = 3. Thus, the value of i when it is raised to the 3rd power and then multiplied by 23 is 3.

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When because the value of i raised to the 2d ability and then multiplied by 233, one must first empathize the definition and properties of imaginary numbers. An imaginary number is a number that when squared results in a negative number. In other words, imaginary numbers are the square roots of negative numbers. Some examples of imaginary numbers include: -1, -4, -ix, -16, etc. Just as with existent numbers, imaginary numbers can be positive or negative, and tin be written in various forms. The value of i when raised to the 2nd power and then multiplied by 233 can be written in exponential form as: 233i2. Imaginary numbers were first used in mathematics by the Italian mathematician, Gerolamo Cardano, in the 16th century. He used them to solve cubic equations. Since then, imaginary numbers have found a place in nearly all areas of mathematics, from algebra to calculus. In fact, many mathematicians consider them to exist just as important every bit real numbers. The value of i when raised to the 2d power and then multiplied by 233 tin be constitute by using the definition of imaginary numbers. As mentioned before, imaginary numbers are the square roots of negative numbers. Therefore, to find the value of i when raised to the 2d power and and so multiplied by 233, one must take the foursquare root of -233. The foursquare root of -233 is approximately equal to 15.29i. Therefore, the value of i when raised to the second ability and so multiplied by 233 is approximately equal to 15.29i.

## What is the value of i when it is raised to the 13th power and so multiplied past 3?

When raising i to the 13th power, we are essentially multiplying i by itself xiii times. This results in the value of i being locked into a circuitous loop where its value is both real and imaginary. imaginary numbers are ofttimes denoted past the letter “j” and accept the value of the square root of -1. Therefore, when we raise i to the 13th power, nosotros are left with the value of i being equal to thirteen + j. When this value is then multiplied by 3, we are left with the final value of 39 + 3j. While this value may seem foreign at first, information technology is really extremely useful in mathematics and physics. One of the most famous applications of imaginary numbers is in solving problems involving oscillating electrical circuits. In these cases, the value of i tin exist used to abolish out certain types of interference in order to solve for the desired value. Overall, the value of i when raised to the 13th power and and then multiplied by 3 is quite valuable and has many uses in the world of mathematics.

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## What is the value of i when it is raised to the 3rd power and then multiplied by 13?

i raises to the 3rd ability is written as i^iii. Therefore, the value of i when it is raised to the third ability and and then multiplied by 13 is 13 x i^3.

## What is the value of i when information technology is raised to the 23rd power and and then multiplied by 3?

When we await at the value of i raised to the 23rd power and then multiplied past three, we see that information technology equals 3i. This is because i is an imaginary number and when we raise it to a ability, we are only multiplying information technology past itself a sure number of times. In this example, we are multiplying it past itself 23 times and then multiplying that result by 3. While 3i may not have an intuitive pregnant, it is still a useful number in mathematics. For case, it tin be used to help solve equations. In particular, it tin be used to solve equations that involve complex numbers. A complex number is a number that has both a real and imaginary component. Then, in addition to the 3i term, nosotros would too have a existent term in our equation. For example, let’south say nosotros have the equation 3i + 5 = 9. Nosotros can solve this equation by using the fact that 3i = 9 – 5. So, we would decrease v from both sides of the equation to get 3i = four. Then, nosotros would divide both sides by 3 to get i = 4/3. In this style, we can see that the value of i raised to the 23rd power and and so multiplied by 3 is a useful number that tin assistance us solve equations.

## What is the value of i when it is

When it comes to the value of i, there are a few different ways to await at it. Ane way to look at it is in terms of its use in mathematics and sciences. In mathematics, i is used to represent the foursquare root of -i. This means that when multiplied by itself, information technology results in -1. Information technology is also used in equations where at that place is an unknown variable, such every bit in the quadratic equation. In physics and other sciences, i is used to represent the imaginary unit, which is used in complex numbers and in equation where imaginary numbers are involved. Another way to look at the value of i is in terms of its cultural significance. In many cultures, the number i is seen as a symbol of unity and oneness. The number ii is often seen every bit a symbol of duality, such as in the Chinese yin and yang symbol. The number 3 is often seen as a symbol of remainder, such equally in the trinity symbol. The number 4 is often seen as a symbol of completion, such as in the 4 elements of world, water, air, and fire. And the number 5 is often seen equally a symbol of change, such equally in the 5 Chinese elements. So, in a way, the number 1 could be seen every bit the symbol of everything, and the number five as the symbol of change. And the number i, beingness the square root of -1, could be seen as the symbol of the modify that results from multiplying two negatives together, or the change that results from taking the square root of a negative number. So, what is the value of i? It depends on how you lot look at it. In mathematics and sciences, it has a specific pregnant and purpose. In terms of cultural significance, it can be seen as a symbol of alter. Ultimately, it is upwardly to each individual to decide what the value of i is.

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## Related Questions

i i raised to the integer power corresponding to the dividend is I D.

Yes, a number can exist raised to the power of 2.

I raised to the ability I is equal to (1/i).

A raised to the power computer is a computer that solves bases with both negative exponents and positive exponents. This calculator too provides a stride past stride method with an authentic answer.

Put the exponent to the power that corresponds to the number in parentheses and and so add that number to the original imaginary number (in this case, i).

Enter “1” in the prompt and press Enter.

Power Of is the shorthand form of 3 to the fourth. 3 to the fourth means 3 10 3 x 3 ten 4.

3 to the 4th exponent is 81.

ii iv to the 4th power is 2 multiplied by 2 multiplied by two multiplied by 2.

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### Which Expression is Equivalent to I 233

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