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R eksponen&logaritma
1.
Step 2 :
Rangkuman Eksponen Dan Logaritma 1. PANGKAT BULAT POSITIF & ap x aq = ap+q & ap : aq = ap-q & (ap)q = apxq & (a x b)n = an x bn & a n b = n a n b & 0n = 0, n > 0 2. PANGKAT BULAT NEGATIF & NOL & a0 = 1 & a-n = 1 an 1 & an = a-n 3. BENTUK AKAR : akar dari bil.rasional yang hasilnya merupakan bil.irrasional Contoh : 6 & (a x b) = a x b & a c +b c = (a +b) c & a c −b c = (a −b) c & (a +b)+2 ab = a + b & (a +b) −2 ab = a - b 4. MERASIONALKAN PENYEBUT AKAR DALAM PECAHAN & a = b a = x b b b a b b & c + a b = x a − b a b c a b − + = c(a- b) 2 a -b & c − a b = x a + b a b c a b + − = c(a + b) 2 a -b Bimbingan Belajar SMES © www.bimbelSMES.com & c + a b = x a − b a b c a b − + = c(a − b) a-b & c − a b = x a + b a b c a b + − = c(a + b) a-b m a 5. PANGKAT PECAHAN n & xn = a , maka x = n a 1 a = a & n n m a = a & n n m & a = 1 − atau m n m n a a 1 m n m n a − = & af(x) = ap , maka f(x) = p 6. LOGARITMA Sifat-sifat logaritma 1) glog (ax b) = glog a + glog b 2) glog ( a ) = glog a – glog b b 3) glog an = n x glog a p 4) glog a = log a p log g 5) glog a = 1 a log g 6) glog a x a log b = glog b 7) m g log am g n = . log a n 8) g a g log a = Citra 2 Extension & Taman Surya V, Telp 54366413, 54391011, 98870075
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