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exponents and power

• 1.
• 2.
• 3. BASE OR NUMBER ISTHE NUMBER OF TIMES MULTIPLIED BY ITSELF 2 2* 2* 2 =8
• 4. a number written as a base number with an exponent BASE EXPONENT LIKE THIS: 2 SAY 2 TO THE 5th POWER
• 5. THE REPEATED FRACTION IN A MULTIPLICATON PROBLEM BASE = POWER FACTOR * FACTOR * FACTOR = PRODUCT 2 * 2 * 2 = 8
• 6. jjj
• 7. 34 means (3333)  81 (3)4 means (3)(3)(3)(3)  81 33 means (333)  27 (3)3 means (3)(3)(3)  27
• 8. 2 SAY 2 TO THE 2ndPOWER OR TWO SQUARED MOST MATHEMATICIAN SAY TWO SQUARED 2 = 2 2 = 4
• 9. 2 SAY 2 TO THE 3rd POWER OR TWO CUBED MOST MATHEMATICIANS SAY TWO CUBED 2 = 2 2 2 =8
• 10. THE BASE IS ANY NUMBER BUT 0,THE ANSWER IS 1. 2 =1 4,638 =1 ANY NUMBER {except the number 0} =1 0 =UNDEFINED
• 11. THE ANSWER IS THE 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
• 12. xa  xb  xab xa ) 3  xab xa ya (xy)a PRODUCT OF POWERS ADD THR EXPONENTS POWE R TO A POWERMUTIPLY THE EXPONENTS POWER OF PRODUCT
• 13. This property is used when dividing two or more exponential expressions with the same base. (x)(x)(x) (x)(x)(x)(x)(x) x3 x5  1 (x)(x)   x2 1 x4 x4 x3 4  1  1  1 x3 x4 x7  1  x x3x3
• 14.
• 15.
• 16.
• 17. Q1}Evaluate the variable expression when x = 1, y = 2, and w = -3 ? (x)2  (y)2 22 (x)  (y) (1)2  (2)2 14  5 Step 1 Step 2 Step 3 (x  y)2 (x  y)2 (1)  (2) )2 (3)2  9 Step 1 Step 2 Step 3 wxy wxy (3)(1)2 Step 1 Step 2 Step 3 (3)(1)  3
• 18. 17 MADE BY - ARJIT MITTAL CLASS – 8B
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