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Well, we have two straight parts of length l and two semicircles of diameter d. So:
L(total) = 2L(straight) + 2L(semicircle) = 2L(straight) + L(circle) = 2l + L(circle)
So, now recall how you can find the length of the circle if you know its diameter.
23.87?
Well, obviously not. That's shorter than one straight segment, how did you get that?
The length of a circle with diameter d is πd. So:
L(total) = 2l + πd
235.5
im trying my best to understand some terms bc i forget some variables play a part and some don't.. and it's a bit confusing trying to calculate it
Hm, no.
We have l = 100 m and d = 75 m. Sustitute those into the formula that we got.
so 2(100) + π(75)?
435.5
No, I mean meters.
Rather, 435.6 m.
Also, why take π as 3.14?
Oh, wait. They asked to.
Hm... I see no reason, but oh well.
Great! You're welcome 😁
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