The document discusses exponents and powers in mathematics. It defines key terms like base, exponent, and power. It provides examples of exponents like 22 = 4 (two squared) and 23 = 8 (two cubed). It notes rules for exponents like when the exponent is 1 the number is the same as the base, and when the exponent is 0 the answer is 1 except for when the base is 0. The document also discusses properties of exponents like product of powers, power to a power, power of product, and addition/multiplication of exponents.
2 SAY2 TO THE 2 nd POWER OR TWO SQUARED MOST MATHEMATICIAN SAY TWO SQUARED 2 = 2 2 = 4 SQUARED= BASE 2
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2 SAY2 TO THE 3 rd POWER OR TWO CUBED MOST MATHEMATICIANS SAY TWO CUBED 2 = 2 2 2 =8 CUBED = BASE 3
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THE BASE ISANY NUMBER BUT 0,THE ANSWER IS 1. 2 =1 4,638 =1 ANY NUMBER {except the number 0} =1 0 =UNDEFINED WHEN EXPONENT IS O !
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THE ANSWER ISTHE SAME NUMBER AS THE BASE NUMBER 2 =2 4,638 =4,638 ANY NUMBER =THE SAME BASE 0 =0 THE EXPONENT 1 IS USUALY INVISIBLE WHEN THE EXPONENT IS 1 !
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Write out theoriginal problem. Show the substitution with parentheses. Work out the problem. = 64 SUBSITUTION AND EVALUATING STEPS
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PRODUCT OF POWERSPOWER TO A POWER POWER OF PRODUCT ADD THE EXPONENTS MULTIPLY THE EXPONENTS MULTIPLICATION PROPERTIES
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This property isused when dividing two or more exponential expressions with the same base. DIVISION PROPERTIES QUOTIENT OF POWER
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Q1}Evaluate the variableexpression when x = 1, y = 2, and w = -3 ? Step 1 Step 2 Step 3 Step 1 Step 2 Step 3 Step 1 Step 2 Step 3