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Derivative Rules Calc I
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#include <regx51.h> unsigned char x=0; void hien_thi(char x); void main() { while (1) { hien_thi(x); if (P2_7==0) x=x+1; if (x>9) x=0; while (P2_7==0) hien_thi(x); } } void hien_thi(char x) { switch (x) { case 0: P0 = 0x40;break; case 1: P0 = 0x79;break; case 2: P0 = 0x24;break; case 3: P0 = 0x30 ;break; case 4: P0 = 0x19;break; case 5: P0 = 0x12;break; case 6: P0 = 0x02;break; case 7: P0 = 0x78 ;break; case 8: P0 = 0x00;break; case 9: P0 = 0x10 ;break; } }
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#include <regx51.h> unsigned char x=0; void hien_thi(char x); void main() { while (1) { hien_thi(x); if (P2_7==0) x=x+1; if (x>9) x=0; while (P2_7==0) hien_thi(x); } } void hien_thi(char x) { switch (x) { case 0: P0 = 0x40;break; case 1: P0 = 0x79;break; case 2: P0 = 0x24;break; case 3: P0 = 0x30 ;break; case 4: P0 = 0x19;break; case 5: P0 = 0x12;break; case 6: P0 = 0x02;break; case 7: P0 = 0x78 ;break; case 8: P0 = 0x00;break; case 9: P0 = 0x10 ;break; } }
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Derivative Rules Calc I
1.
Derivative? f(x)= sinx
2.
Answer f'(x)= cosx
3.
Derivative?
4.
Answer
5.
Derivative?
6.
Answer-Quotient Rule
7.
Derivative? f(x)= cotx
8.
Answer f'(x)= -csc
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9.
Derivative? f(x)= secx
10.
Answer f'(x)= secxtanx
11.
Derivative? f(x)= cosx
12.
Answer f'(x)= -sinx
13.
Derivative? f(x)= tanx
14.
Answer f'(x)= sec
2 x
15.
Derivative? f(x)= cscx
16.
Answer f'(x)= -cscxcotx
17.
Derivative? y=f(x)g(x)
18.
Answer-Product Rule y'=
f'(x)g(x)+f(x)g'(x)
19.
Derivative? y= f(g(x))
20.
Answer-Chain Rule y'=
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21.
Limit Definition of
the Derivative (Difference Quotient)?
22.