+72 12m7 x 5n8 x 4p4 How do i simplify it? I don't see how you can.
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20m5 x 6n4
+26397 12m7 x 5n8 x 4p4
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20m5 x 6n4
How do i simplify it? I don't see how you can.
12m7⋅5n8⋅4p420m5⋅6n4=12⋅5⋅420⋅6⋅m7⋅n8⋅p4m5⋅n4=12⋅5⋅46⋅20⋅m7⋅n8⋅p4m5⋅n4=126⋅5⋅420⋅m7⋅n8⋅p4m5⋅n4=126⋅2020⋅m7⋅n8⋅p4m5⋅n4=2⋅1⋅m7⋅n8⋅p4m5⋅n4=2⋅m7⋅n8⋅p4m5⋅n4=2⋅m7m5⋅n8n4⋅p4=2⋅(m7⋅m−5)⋅(n8⋅n−4)⋅p4=2⋅m7−5⋅n8−4⋅p412m7⋅5n8⋅4p420m5⋅6n4=2⋅m2⋅n4⋅p412m7⋅5n8⋅4p420m5⋅6n4=2⋅m2⋅(n⋅p)4
+26397 12m7 x 5n8 x 4p4
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20m5 x 6n4
How do i simplify it? I don't see how you can.
12m7⋅5n8⋅4p420m5⋅6n4=12⋅5⋅420⋅6⋅m7⋅n8⋅p4m5⋅n4=12⋅5⋅46⋅20⋅m7⋅n8⋅p4m5⋅n4=126⋅5⋅420⋅m7⋅n8⋅p4m5⋅n4=126⋅2020⋅m7⋅n8⋅p4m5⋅n4=2⋅1⋅m7⋅n8⋅p4m5⋅n4=2⋅m7⋅n8⋅p4m5⋅n4=2⋅m7m5⋅n8n4⋅p4=2⋅(m7⋅m−5)⋅(n8⋅n−4)⋅p4=2⋅m7−5⋅n8−4⋅p412m7⋅5n8⋅4p420m5⋅6n4=2⋅m2⋅n4⋅p412m7⋅5n8⋅4p420m5⋅6n4=2⋅m2⋅(n⋅p)4
+72 woahhhhhh... Could you explain that a bit more simply please? You've made me confused, sorry
+26397 Could you explain that a bit more simply please?
Changing the order of factors does not change the product,
i.e. if a and b are two real numbers, then a⋅b=b⋅a .
12m7⋅5n8⋅4p420m5⋅6n4=12⋅5⋅420⋅6⋅m7⋅n8⋅p4m5⋅n4=12⋅5⋅46⋅20⋅m7⋅n8⋅p4m5⋅n4=126⋅5⋅420⋅m7⋅n8⋅p4m5⋅n4=126⋅2020⋅m7⋅n8⋅p4m5⋅n4|126=22020=1=2⋅1⋅m7⋅n8⋅p4m5⋅n4=2⋅m7⋅n8⋅p4m5⋅n4=2⋅m7m5⋅n8n4⋅p4
Formula Quotient rule with same base: anam=an−m Example: 2523=25−3=22=2⋅2=4
12m7⋅5n8⋅4p420m5⋅6n4=2⋅(m7⋅m−5)⋅(n8⋅n−4)⋅p4=2⋅m7−5⋅n8−4⋅p412m7⋅5n8⋅4p420m5⋅6n4=2⋅m2⋅n4⋅p4
Formula Product rule with same exponent: an⋅bn=(a⋅b)n Example: 32⋅42=(3⋅4)2=122=12⋅12=144
12m7⋅5n8⋅4p420m5⋅6n4=2⋅m2⋅(n⋅p)4
