Penjelasan dengan langkah-langkah:
= (-2)² + (-2)² - (-2)¹ + (-2)^-1
= [(-2)x(-2)] + [(-2)x(-2)] - [(-2)] + [1/(-2)]
= [4] + [4] + [2] - [1/2]
= 10 - 1/2
= [20 - 1]/2
= 19/2
= 9 ½
1.) (-2)² + (-2)² - (-2)¹ + (-2)-¹
= (-2 × (-2)) + (-2)² - (-2)¹ + (-2)-¹
= 4 + (-2)² - (-2)¹ + (-2)-¹
= 4 + (-2 × (-2)) - (-2)¹ + (-2)-¹
= 4 + 4 - (-2)¹ + (-2)-¹
= ( 4 + 4 ) - (-2)¹ + (-2)-¹
= 8 - (-2)¹ + (-2)-¹
= 10/1 - 1/2
= ( 10 × 2 ) - ( 1 × 1 )/1 × 2
= 20 - 1/2
= ( 20 - 1 )/2
= 9 1/2
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Penjelasan dengan langkah-langkah:
= (-2)² + (-2)² - (-2)¹ + (-2)^-1
= [(-2)x(-2)] + [(-2)x(-2)] - [(-2)] + [1/(-2)]
= [4] + [4] + [2] - [1/2]
= 10 - 1/2
= [20 - 1]/2
= 19/2
= 9 ½
1.) (-2)² + (-2)² - (-2)¹ + (-2)-¹
= (-2 × (-2)) + (-2)² - (-2)¹ + (-2)-¹
= 4 + (-2)² - (-2)¹ + (-2)-¹
= 4 + (-2 × (-2)) - (-2)¹ + (-2)-¹
= 4 + 4 - (-2)¹ + (-2)-¹
= ( 4 + 4 ) - (-2)¹ + (-2)-¹
= 8 - (-2)¹ + (-2)-¹
= 10 - 1/2
= 10/1 - 1/2
= ( 10 × 2 ) - ( 1 × 1 )/1 × 2
= 20 - 1/2
= ( 20 - 1 )/2
= 19/2
= 9 1/2