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express each as a single power of 2...

2^a X 2^b X 2^c

2^a+b X 2^a-b

Sagot :

Sohamidn
i) [tex]2 ^{a}*2 ^{b}* 2^{c} [/tex]          
We know that [tex] x^{a} * x^{b} = x^{a+b} [/tex]
Therefore, 
[tex]2 ^{a}*2 ^{b}* 2^{c} [/tex] = [tex]2 ^{a+b+c} [/tex]
ii) [tex]2 ^{a+b} * 2 ^{a-b}= 2^{(a+b+a-b)} [/tex]
[tex]= 2^{2a} [/tex]
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