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(Two-thirds) of the 2002th power multiplied by (1.5) of the 2001th power multiplied by (-1) of the 2003th power.
(Two-thirds) multiplied by (1.5)2001 multiplied by (-1)2003=(2/3)^2002*(1.5)^2001*(-1)^20031*(-1)^2003=(2/3)^2003*(3/2)^2001*(-1)=(2/3)^2*(2/3)^2001*(3/2)^2001*(-1)=(-4/9)*[(2/3)*(3/2)]^2001-...
What is the single digit of the 2002 power of 3 multiplied by the 2003 power of 5 multiplied by the 2004 power of 7? What is the single digit of the power of 3 multiplied by the power of 5 multiplied by the power of 2003 multiplied by the power of 7 multiplied by the power of 2004?
3ˆ2002×5ˆ2003×7ˆ2004
≡3²×5×7ˆ4
≡9×5×1
≡5
The number of digits is 5.
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