Simplify each expression with exponents. Show work. 93 x90= 33x30= (-6)0x62 122x(-12)0

Question 1: Simplify $93 \times 90$

Using the property of exponents, $a^m \times a^n = a^{m+n}$, we have $93 \times 90 = 9^{3+0} = 9^3$.

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Question 2: Simplify $33 \times 30$

Similarly, $33 \times 30 = 3^{3+0} = 3^3$.

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Question 3: Simplify $(-6)^0 \times 62$

Since any non-zero number raised to the power of 0 is 1, $(-6)^0 \times 62 = 1 \times 62 = 62$.

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Question 4: Simplify $122 \times (-12)^0$

Again, using the property of exponents, $(-12)^0 = 1$, so $122 \times (-12)^0 = 122 \times 1 = 122$.