Help I don’t get part c how to do it

Plz explain the worked answer is here but I don’t get where the numbers came from and how to do it… Ive not much time so plz hurry. What I did was set sin (pi(t) over 12 minus 3) equal to one and got a wrong ans

It’s part c btw

Plz explain the worked answer is here but I don’t get where the numbers came from and how to do it… Ive not much time so plz hurry. What I did was set sin (pi(t) over 12 minus 3) equal to one and got a wrong ans

It’s part c btw

(edited 1 year ago)

Original post by Alevelhelp.1

Help I don’t get part c how to do it

Plz explain the worked answer is here but I don’t get where the numbers came from and how to do it… Ive not much time so plz hurry. What I did was set sin (pi(t) over 12 minus 3) equal to one and got a wrong ans

It’s part c btw

Plz explain the worked answer is here but I don’t get where the numbers came from and how to do it… Ive not much time so plz hurry. What I did was set sin (pi(t) over 12 minus 3) equal to one and got a wrong ans

It’s part c btw

are you happy with part (b)?

sin(something) is a max when "something" = pi/2, basically where sin = 1. So is there anything else you don't understand in the working?

Original post by davros

are you happy with part (b)?

sin(something) is a max when "something" = pi/2, basically where sin = 1. So is there anything else you don't understand in the working?

sin(something) is a max when "something" = pi/2, basically where sin = 1. So is there anything else you don't understand in the working?

Yep I get part b just not c

You know the max value for sin must occur when the argument is pi/2 +/- multiples of 2pi. You also know that the answer must be around t=12 as its asking about the hottest time of day (after midnight). Your argument for sin is

pi*t/12 - 2

(roughly), so that equals pi/2 ~ 1.5 when

pi*t/12 = 1.5 + 2

t = 12(3.5)/pi ~ 12

pi*t/12 - 2

(roughly), so that equals pi/2 ~ 1.5 when

pi*t/12 = 1.5 + 2

t = 12(3.5)/pi ~ 12

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