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A = 47 + 47 + 47+.....+ 47 + 33 + 33 + ....+ 33
A = (47 + 47 + 47 + ...+ 47) + ( 33 + 33 +....+33)
A = (47 \(\times\) 1 + 47 \(\times\) 1 + ....+47 \(\times\)1) + ( 33 \(\times\) 1 + 33 \(\times\) 1+...+ 33 \(\times\) 1)
A = 47 \(\times\) ( 1 + 1+...+1) + 33 \(\times\)( 1 + 1 +....+1)
A = 47 \(\times\) 67 + 33 \(\times\) 47
A = 47 \(\times\)( 67 + 33)
A = 47 \(\times\)100
A = 4700
47 + 47 + ...+ 47 + 33 + 33 + ... + 33
= 47 x 67 + 33 x 47
=3149+1551
=4700
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47 x 52 + 47 x 49 - 47
= 47 x 52 + 47 x 49 - 47 x 1
= 47 x (52+49-1)
= 47 x 100
= 4700
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Tính nhanh:
49 x 47 - 47 x 47 -30 -17
= 47 x ( 49 - 47 ) - 30 - 17
= 47 x 2 - 30 - 17
= 94 - 30 - 17
= 64 - 17
= 47
nhớ k cho mình nha
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A = \(\dfrac{47\times48-47\times47-24-23+2046}{2+4+8+..+512+1024}\)
Đặt tử số là B, mẫu số là C thì
B = 47\(\times\)48 - 47 \(\times\) 47 - 24 -23+2046vàC = 2 + 4 + 8 +....+ 512 + 1024
B = 47 \(\times\) 48 - 47 \(\times\) 47 - 24 - 23 + 2046
B= 47 \(\times\) 48 - 47 \(\times\) 47 - ( 24 + 23) + 2046
B = 47 \(\times\) 48 - 47 \(\times\) 47 - 47 + 2046
B = 47 \(\times\) 48 - 47 \(\times\) 47 - 47 \(\times\) 1 + 2046
B = 47 \(\times\) ( 48 - 47 - 1) + 2046
B = 47 \(\times\) 0 + 2046
B = 2046
C = 2 + 4 + 8+ ....+ 512 +1024
C \(\times\) 2 = 4 + 8 +.....+ 512 + 1024 + 2048
C \(\times\) 2 - C = 2048 - 2
C \(\times\) ( 2 - 1) = 2046
C = 2046
A = \(\dfrac{B}{C}\) = \(\dfrac{2046}{2046}\) = 1
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a) \(\left(145\times99+145\right)-\left(143\times102-143\right)\)
\(=\left[145\times\left(99+1\right)\right]-\left[143\times\left(102-1\right)\right]\)
\(=\left(145\times100\right)-\left(143\times101\right)\)
\(=14500-14443\)
\(=57\)
b) \(54\times47-47\times53-20-27\)
\(=47\times\left(54-53\right)-20-27\)
\(=47-20-27\)
\(=0\)
c) \(10000-47\times72-47\times28\)
\(=10000-47\times\left(72+28\right)\)
\(=10000-47\times100\)
\(=10000-4700\)
\(=5300\)
d) \(3457-27\times48-48\times73+6543\)
\(=\left(3457+6543\right)-48\times\left(27+73\right)\)
\(=10000-48\times100\)
\(=10000-4800\)
\(=5200\)
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27 - x = 47 : 47
27 - x = 1
x = 27 - 1
x = 26
Answer : 26
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