The value of x if 2x=64.
What is 6?
The transformation applied to the graph of y=2x to get the graph of y=2x-3.
What is a shift 3 units to the right?
A population of bacteria grows continuously with an initial population of 500 at a rate of 3% every hour. This is the population after 5 hours.
What is 581 bacteria?
The expanded form of loga(3xy)
What is loga3+logax+logay?
The solution to the equation 2x+1=16.
What is 3?
The value of x in the equation 32x=81.
What is 2?
The transformations needed to graph y=-1*10x-1 from the graph of y=10x.
What is a reflection over the x-axis and a shift 1 unit right? (Both needed)
A substance decays continuously at a rate of 5% every year. This is the amount of substance (rounded to the nearest tenth) left after 10 years from an initial sample of 200 grams.
What is 121.3 grams?
The condensed form of 2logb(4)+logb(16)
The solution to the equation log3(x)+log3(9)=2.
What is 1?
The numerical value of log5(125)?
What is 3?
The y-intercept of the function y=3x+2-4.
What is (0, 5)?
This is the amount in an account paying 6% interest per year with an initial investment of $1000 after 4 years. (Not compounded)
What is 1262.48?
The expanded form of the expression:
logm[(x3y2)/(z)]
What is 3logm(x)+2logm(y)-logm(z)?
The solution to the equation:
52x=125.
What is 3/2 (or 1.5)?
log432, written as a fraction.
What is 5/2?
From the point (1,3) on the graph 3x, this is the corresponding point on the graph -1*3x+2
What is (1,-1)?
A car worth $1500 depreciates at rate of 10% every year. This is the value of the car after 8 years.
What is 645.70?
The condensed form of logk(2x)-logk(5y)+logk(10).
What is logk(4x/y)?
The exact solution to the equation
ex=5.
What is ln(5)?
The simplified form of the expression:
log2(8)+log2(4)
What is 6?
From the point (-1,2) on the graph of (1/2)x, this is the corresponding point on the graph of (1/2)x+1+2
What is (-2,4)?
The amount in an account after 3 years given:
- Compounded Quarterly
- Initial Investment of $5000
- Interest Rate 4% (per year)
What is $5634.13?
The expanded form of logp[(a2b3)/(c4d)]
What is 2logp(a)+3logp(b)-4logp(c)-logp(d)?
The solution(s) of 2log(x)=log(3x-2).
What are 1 and 2?