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In order to do this we should use an example such as this:

(8^4+2a)(16^a-1)

In order to solve this, we would need to find the solution to (8^4+2a)(16^a-1)

Whenever multiplying two powers and the bases are different, we always want to make the bases the same. We cannot do anything to this equation until the bases are the same, so the equation becomes

(8^4+2a)(16^a-1)-------> (2^3)^4+2a · (2^4)^a-1

Next we multiply the exponent inside with the exponents outside of each pair of brackets and we get 2^12+6a · 2^-4+4a

We have now made the bases the same! And our solution is 2^8+10a

Q: Multiply power with different base

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ny fighting most people think that their powers are better than anyone actually, the power of a power rule says that when a power is placed to an exponent we multiply the two exponents together to come to an answer it's very simple to understand

1. Anything to the power of 0 is 1. Look at it this way. 2^3=8 Divide that by two, or the base. 2^3/2=2^2=4 Divide that by two. 2^2/2=2^1=2 Divide that by two. 2^1/2=2^0=1 Every time you lower an exponent by one power, you pretty much divide the number by its base. Key terms. Base: In 2^0, 2 is the base since you are multiplying it by itself "0 times". The power, or exponent: In 2^0, 0 is the power/exponent since it is the number of times 2 will be multiplied.

Absolute monarchy (there are different types)

Power Commander sells accessories for different types of motorcycles. Some of the motorcycles that are compatible with the accessories Power Commander sells include Suzuki and Harley Davidson.

Because the authorities in power in that area have decided that it should be so.

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His power level in base form was 40,000,000 According to the Super Saiyan State that multiply your base 50x, his pover level was 2,000,000,000 in Super Saiyan

When a base is raised to a power inside a quantity , multiply the two exponents to solve.

no

You take the base number and multiply by how many of the exponates Exsample : 5 to the 3rd power is 5x5x5

Base and exponent are the two parts of a power. The base is the lower left, normal-sized, number. The exponent is the upper-right, small (i.e., superscript) number. For example, in: 34 3 is the base, 4 is the exponent. In the simplest case, a power specifies a repeated multiplication. The base tells you what number to multiply by itself, the exponent tells you how many times to multiply it. Thus, 34 = 3 x 3 x 3 x 3 (that is, multiply 3 by itself, using the number 4 times as a factor)

The Power of a Power Rule states that that may you multiply the exponents together and keep the base number unchanged. So b to the 5th power times the 5th power would equal b to the 25th power.