ITE 11 - Integer Exponents

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This is the first topic for the course ITE 11- Mathematical Application for ITE offered at Caraga State University
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a . a . a . a = a^4 such that a is not equal to zero. This mean that the base is multiplied by itself four times, and thus raising it to the fourth power.

A negative exponent is basically a repeated division, which is the inverse of a multiplication.

If the base is similar, then combine like terms i.e. adding the exponents if it is multiplication, and/or subtract them if it is a division.

(a^2)^2 = a^2 . a^2 = a .a .a .a, hence it is raised to the fourth power.

Any opinion or question?

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