Given:Mass of the substance = 27.82 gmsVolume = 3.6 mlDensity of the substance = Mass / Volume = 27.82 / 3.6= 2782 / 36 ×10= 1391/18×10= 77.277/10= 7.7277 gm/ ml (which would be your answer)Hope this helps!!
A:1.23
E: note that 125= 5^3 thus, log_b (125) = log_b(5^3) we can now simplify using the rule log_b(a^c) = c • log_b (a) log_b (5^3) = 3 • log_b (5) since log_b (5) = 0.41, we know that 3 • log_b (5) = 3•0.41 = 1.23
Glad to help :D
To solve this problem you must apply the proccedure shown below;
1. You have the following exponential equation given in the problem above:
3.2+e^(6x)=54.2
2. You must solve for e, as following:
e^(6x)=54.2-3-2
e^(6x)=51
3. By applying ln, you obtain:
ln(e)^(6x)=ln(51)
6x=ln(51)
x=ln(51)/6
x=0.65
Therefore, the answer is: x=0.65
3100 because 5 in the tens column rounds up to 1 in the hundreds column
Its d, "add each year's growth to the initial side length and square the sum"