15 + 2 giúp em nhé
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( x + 34 ) . 215 = 212 . 64
( x + 81 ) . 215 = 212 . ( 23 )4
( x + 81) . 215 = 212 . 212
( x + 81 ) . 215 = 224
x + 81 = 224 : 215 = 29 = 512
x = 512 - 81 = 431
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a. 250 - 10 ( 24 - 3x) : 15 = 244
10 ( 24 - 3x) : 15 = 250 - 244
10 ( 24 - 3x) : 15 = 6
10 ( 24 - 3x) = 15 .6
10 ( 24 - 3x) = 90
( 24 - 3x) = 90 : 10
( 24 - 3x) = 9
3x = 24 - 9
3x =15
x = 15 : 3
x = 5
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a) 27x^3 –27x^2 +18x –4
= 27x^3 –9x^2–18x^2+6x + 12x –4
= 9x^2 (3x–1) – 6x (3x–1) +4(3x–1)
= (3x-1) (9x^2–6x+4)
b)2x^3–2x^2+5x+3
= 2x^3+x^2–2x^2–x+6+3
= x^2(2x+1)-x^2(2x+1)+3(2x+1)
= (2x+1) 3
c) 2x^4 + 5x^3+13x^2+25x+15
=2x^3(x+1)+3x^2(x+1)+10x(x+1)+15(x+1)
=(x+1)(x^2(2x+3)+5(2x+3))
=(x+1)(2x+3)(x^2+5)
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Bài 15:
a) Ta có: \(A=\cos^252^0\cdot\sin45^0+\sin^252^0\cdot\cos45^0\)
\(=\dfrac{\sqrt{2}}{2}\left(\sin^252^0+\cos^252^0\right)\)
\(=\dfrac{\sqrt{2}}{2}\)
b) Ta có: \(B=\tan60^0\cdot\cos^247^0+\sin^247^0\cdot\cot30^0\)
\(=\sqrt{3}\cdot\left(\sin^247^0+\cos^247^0\right)\)
\(=\sqrt{3}\)
Bài 17:
c) Ta có: \(C=\tan1^0\cdot\tan2^0\cdot\tan3^0\cdot\tan4^0\cdot...\cdot\tan89^0\)
\(=\left(\tan1^0\cdot\tan89^0\right)\cdot\left(\tan2^0\cdot\tan88^0\right)\cdot...\cdot\tan45^0\)
\(=1\cdot1\cdot...\cdot1=1\)
=17 nha em
bằng 17 nha