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Mr. Deneau accumulated $70,000 in an RRSP. He converted the RRSP into a RRIF and started to ...
Mr. Deneau accumulated $70,000 in an RRSP. He converted the RRSP into a RRIF and started to withdraw $3600 at the end of every three months from the fund. If interest is 7.75% compounded semi-annually, for how long can Mr. Deneau make withdrawals? State your answer in years and months (from 0 to 11 months).
A $290,000 issue of five-year bonds redeemable at par offers 9.21% coupons payable semi-annually. Wh
A $290,000 issue of five-year bonds redeemable at par offers 9.21% coupons payable semi-annually. What is the premium or discount and the purchase price of the bonds to yield 8.2% compounded quarterly? (a) The premium is ____ (Round the final answer to the nearest cent as needed. Round all intermediate values to six decimal places as needed.) (b) The purchase price of
Grilling corn on the cob takes longer than grilling halved tomatoes.
Grilling corn on the cob takes longer than grilling halved tomatoes.Write an inequality to represent the amount of time Malik grills corn on the cob (c), and explain how to represent the inequality on a number line.
An investment of $4985.28 earns interest at 2.4% per annum compounded annually for 3 years. At that
An investment of $4985.28 earns interest at 2.4% per annum compounded annually for 3 years. At that time the interest rate is changed to 5.2% compounded quarterly. How much will the accumulated value be 3.5 years after the change?
The formula for finding the volume of a cone is large V=frac{1}{3}pi r^2h. The volume of a cone ...
The formula for finding the volume of a cone is \large V=\frac{1}{3}\pi r^2h. The volume of a cone is 500 cm^3 and the height is approximately 13.5 cm, what is the approximate radius of the cone?a 2 cm b 19 cm c 15 cm d 6 cm
The selling price of an item is 600$. After 6 months of not selling, it is marked down by ...
The selling price of an item is 600$. After 6 months of not selling, it is marked down by 30%. After another 6 months of not selling, it is further marked down by 20%. Find the sale price after both markdowns
The price of 3/4-in. copper pipe increased from $5.95 to $7.98 per linear foot at a home building st
The price of 3/4-in. copper pipe increased from $5.95 to $7.98 per linear foot at a home building store. What percent increase is this? Round the percent to one decimal place.
Solution:
Given that the price increased, we will use the general formula:
example 29/5.... would give me 5 4/5 so is that applicable to the percentage one, like would that have the same method of convertion to a fraction if it was a mixed numeral like on ur final example
Answer:
If you're expected to convert \(\frac{29}{5}\%\) into a fraction, here's what you do.
When Jamie skis off a ramp, his path can be modeled by h(d) = -4.98 + 4.7d+ 2.5, where dis the ...
The table shows the path of a parabolic gateway, where xis the horizontal distance from the left support and h is the height of the arch above ground, both in metres. Find a quadratic equation that models the data in standard form.
Paige is a sales person and earns $320 a week plus 4.5% commission on sales. her weekly sale total i
Paige is a sales person and earns $320 a week plus 4.5% commission on sales. her weekly sale total is 80,000 A) Find Her commission B) Her total earnings for the week?
Let f and g be real functions such that Df ⊆ Dg and let p ∈ Df. Suppose there is some K ∈ R ...
Let f and g be real functions such that Df ⊆ Dg and let p ∈ Df. Suppose there is some K ∈ R such that |f(x)−f(p)|≤ K|g(x)−g(p)|, for all x ∈Df. Prove that if g is continuous at p, then f is continuous at p.
Let f be a real function and let p ∈ Df. A function |f| is defined by the formula |f|(x) = ...
Let f be a real function and let p ∈ Df. A function |f| is defined by the formula |f|(x) = |f(x)|. (a) Prove that if f is continuous at p, then |f| is continuous at p. (b) Show that |f| may be continuous at p when f is discontinuous at p. (c) Prove that if f(p) = 0 and |f| is continuous at p, then f is continuous at p.
Write the claim that is suggested by the given statement, then write a conclusion about the claim. ...
Write the claim that is suggested by the given statement, then write a conclusion about the claim. Do not use symbolic expressions or formal procedures: use common sense.
A person claims to have extra sensory powers. A card is drawn at random from a deck of cards and without looking at the card, the person is asked to identify the suit of the card. He correctly identi
17.A 45.5-lb carton is initially at rest. It is then pulled horizontally by a 19.4-lb force in the
17. A 45.5-lb carton is initially at rest. It is then pulled horizontally by a 19.4-lb force in the direction of motion and is resisted by a frictional force which is equal (in pounds) to four times the carton’s velocity (in ft/s). Find the differential equation of motion.
The voltage v across the capacitor in the figure during charging is described b the differential
The voltage v across the capacitor in the figure during charging is described b the differential equation (E – v) / R = C dv/dt. Solve this differential equation to find an equation for the voltage.
For the circuit of Fig. 28-11, E = 300 V, the resistance varies with time according to the
For the circuit of Fig. 28-11, E = 300 V, the resistance varies with time according to the expression R = 4.00t, and the inductance varies according to time according to the expression L=t2+4.00. The current i as a function of time is given by i=100t(t2+12)/(t2+4)2. Find the current at t = 1.35 ms.
