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PERIOD DATE NAME lesson 2 Sk¡lls Practice Powers and Exponents Write each expression using exponents. q\ 1.2.2.2.2 2. 9.9 q 2 oL ooo 3.7.7.5.5.5.5 *1 7' 0 5 t¿ùù 4 -. ^'8 q -111 o."'+'"'+'¿ 8 8 ,3 bs 6.s.6.s.s.6.6.s + 6f 8.x.2.2'2.x'8 7 f '8 L ð (-4) 'b'a'b'(-4)'(-4) ¿.- .{)= L n.4.".+.n.4.4 1 9. t. 8 a 10 tO*'r: & 9'9'x f ?- tL o.b w 't-(^)z 1Ê tc.y.w 9 z v f(" Dr b Evaluate each expression. LL. 43 = Gq o L2.25 18.(-8)s - 3Z 5l)_ =. t @ I = ô € 16, 28 - L6. 23 . 32 2-11 25L-q 52 8.e5 ,,ôÒ = 3 =. n L7. 34 - (-4)' ! 'A1 é--' 6q 8ì -16=tos ALGEBRA 19. (-3)3 + 18.6+26 Br 24.@-h)2+h2 (a -Ê 4 h3 - ¿- )7> 3 .f+?i (a +3)t + sL+9 Z5+1= 6' ð õ ê3)'' -ruf d. 9. õ 22. h4 - nü 23. 93 + h2 -¿ -3 L 1 Evaluate each expression if g :2an:.d.h:-3. 2o. gn 32 I Course 3 . Chapter g\ - ç175) g1 + tZS I Real Numbers NAME PERIOD DATE Lesson 2 Reteach Powers and Exponents The product of repeated factors can be expressed as a power. A power consists of a base and an exponent. The exponent tells how many times the base is used as a factor. Example I Write each expression using exponents. a.'l .'l .'l .'l 7'7'7.7:74 The number 7 is a factor 4 times. So, 7 is the base and 4 is the exponent b.y.!.x.y.y y' y' rc' y' * ::r, Commutative Property ., !, !r;:'; Associative Property !3'x2 Definition of exponents To evaluate a power, pedorm the repeated multiplication to find the product. Example 2 Evaluate (-6)4. (-6)a: (-6)' (-6) . (-6) .(-6) Write the power as a product. :1,296 Multiply. E The order of operations states that exponents are evaluated before multiplication, division, addition, o o .9 and subtraction. Example Evaluate m2 5 m,2 r + (n -m)t: : : : E L 5 if m : -B and n :2. (-3)'+ (2- (-3))a Reptacemwith-3andnwith2. (-B)2 + (5)3 Pedorm operations inside parentheses. (-3 . -3) + (5 . 5 . 5) Write the powers as products. 9 * I25 or 734 Add. + (n - m)3 E 5 Exercises Write each expression using exponents. F o 'i o 1.8.8.8.8.8 85 2.a.a.a.o.cL.a q6 5" 3.5.5.9.9.5.9.5.5 3 Evaluate each expression. 4. 24 I le ALGEBRA 5. - elj Evaluate each expression if a 7.a2+b2 Course (-s)5 5 . Chapter I **t* 26 f \\a : (r *- 't) L 3 6(Ð 4e : -4. 9,aIb2 8.(a+b)2 Real Numbers õ and b z 3 5 5 z + (:4) llo v (r+ I