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Equation 4 x + 1-2 x =11
Can be reduced to 2 2) x + 1-2 x =112 (2x)+ 1-2 x =11
2^x)^2+|1-2^x|=11
Let 2 x=y, then the equation is .
y^2+|1-y|=11
When 1-y 0, it can be turned into.
y^2+1-y=11
y^2-y-10=0
Solution. y1=(1+41) 2,y1=(1-41) 2(round off) solution 2 x=(1+41) 2.
x1 = log is the logarithm of 2 (1 + 41 under the root).
When 1-y 0, it can be turned into.
y^2-(1-y)=11
y^2+y-12=0
Solution. y3 = 3, y4 = -4 (rounded).
Solution 2 x = 3.
x2=log, with 2 as the base 3 logarithm.
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4^x+|1-2^x|=11
Move the item to |1-2x|=11-4x
Then there is 1-2x=11-4x or 1-2x=-(11-4x) to get x=5 or x=2
Since x=5 is not on topic, it should be discarded.
So x=2
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1.1-2 x>=0 i.e. x<=0, there is (2 x) 2-2 x-10=0, resulting in 2 x=(1 + root number 41) 2
x is the logarithm of 2 (1 + root number 41) 2, and since x<=0, there is no solution to this situation.
2.1-2 x<=0, i.e., x>=0, there is (2 x) 2+2 x-12=0, and 2 x=3 is obtained
x is the logarithm of 3 with 2 as the base.
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When x>0, 2 x>1
So |1-2^x|=2^x-1
So 4 x+|1-2^x|=11
4^x+2^x-1=11
Let 2 x=t, so t>0
t^2+t-12=0
t=3 or t=-4 (discarded).
So x=log2 (3).
When x>0, 2 x>1
So |1-2^x|=1-2^x
So 4 x+|1-2^x|=11
4^x+1-2^x=11
Let 2 x=t, so t>0
t^2-t-10=0
t=(1+√41)/2
x=log2 [(1+√41)/2]
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Let 2 x=t>0 , 4 x=t 2>0
Original = t 2+|1-t|=11
Then t 2-t-10=0 or t 2+t-12=0 gives t=(1+41 or t=3
So x=log2[1+41 or log2 3
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4^x+|1-2^x|=11
Move the item to |1-2x|=11-4x
Then there is a good band 1-2x=11-4x or 1-2x=- (which is greater than 11-4x) to get x=5 or x=2
Since x=5 is not on topic, it should be discarded.
So Euchroe x=2
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Summary. Solve equation 12-(x+4)=2(x-1)12-(x+4)=2(x-1)12-x-4=2x-2-x-2x=-2-12+4-3x=-10x=10 3
Solve equation 12-(x+4)=2(x-1).
Solve equation 12-(x+4)=2(x-1)12-(x+4)=2(x-1)12-x-4=2x-2-x-2x=-2-12+4-3x=-10x=10 3
So, if we solve equation 12-(x+4)=2(x-1), we get that x=10 3 is the numerator on the left and the denominator is <> on the right
1-2(x-1)=1+(x+2)
How to calculate this question.
1-2(x-1)=1+(x+2)1-2x+2=1+x+2-3x=0x=0
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2 (x-2)+4 x=11 x(x-2) multiplied by x(x-2) to get 2x+4(x-2)=112x+4x-8=116x=8+116x=19x=19 6 test sharp fluid: x=19 6 substitute into the left side of the original equation = 2 (19 6-2)+4 (19 6)=2 (7 6)+4 (19 6)=12 7+24 19=12*19 133+24*7 133=396 133 right edge = 11 [19 6*(19 Hyo Ki Bi 6-2)...
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The solution is as follows: 12+x x 1 4
4 (12 + x) = x (according to the properties of the fractional equation, the numerator and denominator are cross-multiplied, and the equation holds)
48+4x Remnant Shirt X
48+3x=0
x -16 Finally, the result of x is substituted into the original formula. The design is correct.
That's how to solve this equation. Hope it helps. acres of ruined brigades.
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12+x x=1 round limb 4 How can this equation be solved?
This equation does not hold up.
The unknowns are canceled out. That's right!
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