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x ≤ -4.5
9^ (3x + 1)
We know that 3 to power of 2 equals 9. 3x3 = 3^2 = 9,
= 3^ (2 * [3x + 1])
We simply the term because 2 * [3x + 1] = 6x + 2
= 3^ ( 6x + 2)
This term is in ...
Firstly, solve 0=14-x^2 to find the horisontal distance to the edges of the tunnel. x1=sqrt(14), x2= -sqrt(14).
Integrate h=14-x^2 between x1 and x2 28*sqrt(14) -(2(sqrt(14)^3))/3. This is the requ...
Starting with a(x - b)^2 - c, if we expand the bracket we get:
a(x^2 - 2xb + b^2) -c
Since we need to end up with the coefficient on x^2 being 3 and in the expression above x^2 is only multi...
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