Question

into the power of 4 by 5 raise to power of 6 into 5raised to the power of 3
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Answer 1

$5^{4}$ × $5^{6}$ × $5^{3}$ = 1220703125.

• Exponents and powers are mathematical techniques that make it simple to rewrite lengthy multiplication problems, notably in algebra. One of the main areas of mathematics that focuses on the idea of number theory is known as algebra. It is also known as the research of mathematical symbols. It's possible that you have come across superscripts in mathematical connections; a superscript is a symbol that is positioned above and to the right of a number. This is referred to as an exponent, and exponentiation can be used to describe the entire equation.
• The two numbers involved in the operation can be expressed as xa, where x is the same as the base number and an is the exponent. A superscript that is used to simplify more complex mathematical problems is the exponent. Power is the name of the entire expression, which is expressed as "x to the power of a," where "a" can be any positive integer.
• The result of multiplying a number by itself produces a power.
• A base number and an exponent are typically used to denote a power. What number is being multiplied is revealed by the base number. A little number that is placed above and to the right of the base number, called the exponent, indicates how many times the base number has been multiplied.

According to the given problem, we have to find the value of,

$5^{4}$ × $5^{6}$ × $5^{3}$

This gives,

1220703125.

Thus, $5^{4}$ × $5^{6}$ × $5^{3}$ = 1220703125.

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