C1 answer (A-L) (HA10A,F,J)

Remainder/ Factor Theorem Answer

HA10(A) C1 set A answer

HA07(J) FP1 Mock Result

	FP1/75
B1002784	21
B1002488	73
B1101726	60
B1002547	71
B1002598	75
B1002530	60
B1003098	67
B1002575	54
B1002584	74
B1003106	51
B1003128	56
B1002543	67
B1100055	55
B1002560	73
B1002919	71
B1003231	73
B1003120	71
B1002689	64
B1003131	62
B1002851	75
B1002688	64
B1002946	62
B1003146	51
B1002609	61
Ivan yun	68
chen lynn	69

C3 Trigonometry Formulas

$\sin^{2} {x} +\cos^{2} {x}=1$

$\tan^{2} {x} + 1 = \sec^{2} {x}$

$ 1 + \cot^{2} {x} = \csc^{2} {x}$

$\sin (\alpha \pm \beta) = \sin \alpha \cos \beta \pm \cos \alpha \sin \beta$

$\cos (\alpha \pm \beta) = \cos \alpha \cos \beta \mp \sin \alpha \sin \beta$

$\tan (\alpha \pm \beta) = \frac { \tan \alpha \pm \tan \beta} {1 \mp \tan \alpha \tan \beta}$

HA07(J) C4 Mock Result

	C4 /75
B1002784	33
B1002488	69
B1101726	58
B1002547	62
B1002598	69
B1002530	70
B1003098	71
B1002575	68
B1002584	75
B1003106	69
B1003128	57
B1002543	73
B1100055	41
B1002560	68
B1002919	71
B1003231	68
B1003120	70
B1002689	68
B1003131	73
B1002851	65
B1002688	53
B1002946	57
B1003146	57
B1002609	70
Ivan yun	67
chen lynn	75

HA07(A) C3 Mock Result

	C3/75
B1002595	63
B1002810	50
B1002541	46
B1002604	66
B1100077	28
B1100235	34
B1003129	53
B1003161	64
B1100024	39
B1003222	72
B1002925	64
B1002648	22
B1002705	65
B1002821	19
B1003208	70
B1002594	68
B1100003	50
B1003114	7
B1003157	32
B1001564	72
B1002521	34
B1002771	4
B1100022	23
B1002920	42
B1003017	42
B1003055	32
B1002844	30
B1002632	64
B1002631	57