PERFORMANCE TASK "Y CHALLENGE YOU" By applying zero and negative integral exponents, find the equivalent of the following expressions. Show your solution.

1.8(xy) +6^0x^0 – 10y^0 – xºyº +5^3x^0
2. 6^2 +6^-3 – 6° +6^4 – 6^3(6-2) 3.
3.30° + 30-2(30^3) - 30^2 + 30^4(30^2) + 30^3 + (30)^2

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Jeweljanesales26viz Jeweljanesales26viz · Answer 1

Answer:

1. 1

2. -12497.9953704

3. 728973030.3

Step-by-step explanation:

1. 8(xy) + 6^0x^0 - 10y^0 - xºyº + 5^3x^0 = 1/1 = 1

2. 6^2 + 6^-3 - 6° + 6^4 - 6^3(6 - 2) 3 = -2699567/

6^2 + 6^-3 - 6° + 6^4 - 6^3(6 - 2) 3 = -2699567/216

6^2 + 6^-3 - 6° + 6^4 - 6^3(6 - 2) 3 = -2699567/216 = -12497 215/

6^2 + 6^-3 - 6° + 6^4 - 6^3(6 - 2) 3 = -2699567/216 = -12497 215/216

6^2 + 6^-3 - 6° + 6^4 - 6^3(6 - 2) 3 = -2699567/216 = -12497 215/216 = -12497.9953704

3. 30° + 30 - 2(30^3) - 30^2 + 30^4(30^2) + 30^3 + 30^2 = 7289730303/

30° + 30 - 2(30^3) - 30^2 + 30^4(30^2) + 30^3 + 30^2 = 7289730303/10

30° + 30 - 2(30^3) - 30^2 + 30^4(30^2) + 30^3 + 30^2 = 7289730303/10 = 728973030 3/

30° + 30 - 2(30^3) - 30^2 + 30^4(30^2) + 30^3 + 30^2 = 7289730303/10 = 728973030 3/10

30° + 30 - 2(30^3) - 30^2 + 30^4(30^2) + 30^3 + 30^2 = 7289730303/10 = 728973030 3/10 = 728973030.3