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navik [9.2K]
3 years ago
8

What is a number less than 400 but bigger than 312

Mathematics
2 answers:
DIA [1.3K]3 years ago
8 0
400 < n < 312

313
314
315
316
317
318
and so on . . .
up to
399

pick any one
Vikentia [17]3 years ago
5 0
There are a lot of numbers that fall into that category...

Lets call your number x, then 400 < x < 312

That means x can be any number in between 400 and 312. But, x cannot be 400 or 312

x can be a total of 87 numbers which are listed here:

<span> <span><span> 313, </span> <span> 314, </span> <span> 315, </span> <span> 316, </span> <span> 317, </span> <span> 318, </span> <span> 319, </span> <span> 320, </span> <span> 321, </span> <span> 322, </span> <span> 323, </span> <span> 324, </span> <span> 325, </span> <span> 326, </span> <span> 327, </span> <span> 328, </span> <span> 329, </span><span>330, </span> <span> 331, </span> <span> 332, </span> <span> 333, </span> <span> 334, </span> <span> 335, </span> <span> 336, </span> <span> 337, </span> <span> 338, </span> <span> 339, </span> <span> 340, </span> <span> 341, </span> <span> 342, </span> <span> 343, </span> <span> 344, </span> <span> 345, </span> <span> 346, </span><span>347, </span> <span> 348, </span> <span> 349, </span> <span> 350, </span> <span> 351, </span> <span> 352, </span> <span> 353, </span> <span> 354, </span> <span> 355, </span> <span> 356, </span> <span> 357, </span> <span> 358, </span> <span> 359, </span> <span> 360, </span> <span> 361, </span> <span> 362, </span> <span> 363, </span> <span> 364, </span> <span> 365, </span><span>366, </span> <span> 367, </span> <span> 368, </span> <span> 369, </span> <span> 370, </span> <span> 371, </span> <span> 372, </span> <span> 373, </span> <span> 374, </span> <span> 375, </span> <span> 376, </span> <span> 377, </span> <span> 378, </span> <span> 379, </span><span>380, </span><span>381, </span> <span> 382, </span> <span> 383, </span> <span> 384, </span> <span> 385, </span> <span> 386, </span> <span> 387, </span> <span> 388, </span> <span> 389, </span> <span> 390, </span> <span> 391, </span> <span> 392, </span> <span> 393, </span> <span> 394, </span> <span> 395, </span> <span> 396, </span> <span> 397, </span> <span> 398, and </span> <span> 399. </span> </span></span>



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Help me please! Only if you can!
VladimirAG [237]

Answer:

Theta =  120 degrees, 420 degrees, 480 degrees, 780 degrees, and 840 degrees

60 + 360 = 420 degrees,  

60 + 720 = 780 degrees,  

120 + 360 = 480 degrees,

120 + 720 = 840 degrees

Step-by-step explanation:

90  to 870 degrees for theta.

sin (theta) = root(3) /2

We see this comes from a 30-60-90 triangle.

theta is 60 degrees

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120 degrees works too.

so we try to find all the co-terminal angles to 60 and 120 degrees that satisfy the conditions.

60 + 360 = 420 degrees,  

60 + 720 = 780 degrees,  

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120 + 720 = 840 degrees

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answer

</span>  - 18
---------
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