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Q: What patterns did you notice when working with integer exponents?
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What patterns do you notice in the factors f these numbers?

4


What patterns do you notice when multiplying fractions of a whole number?

There is no pattern.


How do we know if we have to multiply or add exponents if the bases are the same?

You have to add the exponents. It's best if you just remember it. You can also consider what happens when you multiply something like:(2 x 2 x 2) x (2 x 2) As you can notice, the number of factors get added. That's like adding the exponents.


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Monomials are not polynomials?

A polynomial is the sum of one or more terms (monomials). (poly implies many)x2 + 2x, 3x3 + x² + 5x +6, 4x - 6y + 8 A monomial is a single-term algeabric expression. A monomoial is the product of real numbers and variables with non-negative integer powers. Consequently, a monomial has NO variable in its denominator. It has one term. (mono implies one)13, 3x, -57, x², 4y², -2xy, or 520x²y²(notice: no negative exponents, no fractional exponents)*there are also binomials and trinomials


What patterns do you notice in your equivalent fractions?

Arranged from least to greatest, the numerators and denominators are the times tables of the simplest form.


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Simplify x to the power 8 divided by x squared?

x^8 / x^2 = x^6 You will notice it is just a matter of subtracting exponents.


Are decimals integers?

No. An integer is a whole number such as 2, 10, or 12. A decimal is, as its name suggests, not a "whole" number. It's a number and a supplementary fraction or value.


Can a landlord show a house while your working?

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The season changes when the light at night changes. Also flowers grow and the temperature changes. =)