Cam rode her bike 5 times as far as Dante did. Dante rode 187 meters farther than Michael did. Cam rode 15.25 Kilometers. How many meters did Michael ride? Explain how you know you got your answer
Answers
Given that Cam rode 15.25 km
then
5x=15.25
x=3.05 km
thus Dante rod 3.05 km
but
1 km=1000m
thus
3.05 km=3050 m
But Dante rod 187 m more than Michael, the distance Michael will ride then will be:
3050-187
=2863 m
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Can somebody help me with number four plz
1. The price of gas has increased over time due to inflation and other factors. Assume that the equation y = 1.26(1.10) x represents the price of gas for the years after 2000.Using this equation, fill in the following T-table for the years 2000, 2002, 2004, 2006, 2008, and 2010. Use X = 0, 2, 4, 6, 8, and 10 to represent these years (the number of years after 2000). Round your answers to the nearest cent.
All of the following numbers are composite numbers except: 15 17 18 14
Through (-6, 8); perpendicular to 9x + 5y = 66. Write the equation in y = mx + b form.
A.
-1 1/4 · (-2 3/4) · (-3)
B.
1/2 · (-1/4) · (1/8)
C.
8 • (–1.1) • 5
D.
–3.1 • (–4.2) • (–6) • (–1.5)
Answers
Answers
Answer:
cant see it
Step-by-step explanation:
can you flip it pls
Answers
the imaginery hight line you draw in the middle of the triangle should split the 6cm base in half to 3cm and the outside of the tryangle is 6cm.
pythagorian theorem formula states:
c^2 =a^2 +b^2
c=6cm
b = 3cm
a=?
6^2 =3^2+a^2
36=9+a^2
36-9=a^2
a^2 =27
square root 27 to find a
=5
Hope this helps!! xx
Answers
the answer is 8 pounds
2.08 / 0.26 = 8
Hope this helps
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Answer:
C. Within a few years the population increases dramatically
True. As we can see on the function if we increase the time by 10 units for example the final amount is increasing by a factor of
and that represent a dramatically increase.
Step-by-step explanation:
When we have a exponential growth model the general formula is given by:
Since says "growth" the rate of increase r>0, represent the initial amount and A the amount after the time t.
Assuming the possible options for the answer. We analyze one by one
A. Each individual plant grows much larger than usual
False, for this model we assume that all the individuals in the population modeled have similar characteristics, because if the individuals are different we can't use a deterministic model like this one.
B. The population immediately decreases
False. We are assuming that the model is for a growth rate so then is not possible to have a decrease.
C. Within a few years the population increases dramatically
True. As we can see on the function if we increase the time by 10 units for example the final amount is increasing by a factor of
and that represent a dramatically increase.
D. The specie's reproductive potential declines
False, we are considering a growth model in which it makes no sense to consider that the potential, population or quantity measured decrease.
4 cm
10 cm
76 cm
2400 cm