Search & Filtering
assuming you are a researcher tasked to know about some truths in life. you plan to investigate the growth or decay of some things that interest you. you are to report what you have researched and present exponential functions that would model the involved quantities. you also have to present the graph and explain its characteristics or behavior.
To solve problem involving arithmetic and geometric sequence and series.
A piece of paper is 0.05mm thick. For ten times, it is folded in half so that it's
thickness is doubled each time. How thick is the results?
Find the sum of all integers in between 100 and 1,000 that are exactly divisible by 7.
A ball is dropped 8m above the ground. On each rebound, the ball rises to one half
of the original height. (a) How high does it go on eight bounce? (b) How far has it
traveled, counting up and down distance only, it hits the floor for the ninth time?
P(x)= x^2+1/x+1
Ans.
2. x³-27
Ans.
State the possible rational zeros for each polynomial. Then find all rational zeros.
3. P(x) x³ +4x² + 5x + 2
Possible zeros:
Rational zeros:
4. 3x³ + 11x² + 5x – 3
Possible zeros:
Rational zeros:
List all possible rational roots of each polynomial equation.
1. 3x² + 2x – 1=0
Ans.
2. x³-27
Ans.
State the possible rational zeros for each polynomial. Then find all rational zeros.
3. P(x) x³ +4x² + 5x + 2
Possible zeros:
Rational zeros:
4. 3x³ + 11x² + 5x – 3
Possible zeros:
Rational zeros:
