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DIPTI PUBLICATION ( AP EAMET)-APPLICATIONS OF DIFFERENTIATION-EXERCISE 1A (APPROXIMATIONS AND ERRORS)
- Iff(x)=2x^2+3x-5,x=3,deltax=0.02, then deltaf=
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- If f(x)-1//x,x=1,deltax=0.02, then deltaf=
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- If f(x)=logx,x=2,deltax=0.02, then df=
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- If f(x)=1//x,x=2,deltax=0.2, then df=
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- If f(x)=1//x^2,x=2,delta=-0.01, then df=
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- The approximate change in y, wheny=x^2+2x,x=3,delta=0*01 is
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- The approximate change in y, when y=1//x^2,x=1,deltax=-0*01 is
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- The approximate vlue of (2*001)^4 is
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- The approximate value of (3*02)^5 is
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- The approximate value of (1*0002)^3000 is
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- The value of (127)^(1//3) to 4decmal places is
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- The approximate value of root(4)(80) is
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- The approximate value of 1/sqrt(25*25) is
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- The approximate value of 1/root(3)(8*08) is
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- The approximate value of log(2.01), given that log 2 = 0.6934 is
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- The approximate value of sin 30^@ 1^', given that 1^@= 0.01745 radian ...
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- The approximate value of cos 60^@, given that 1^@= 0.01745 radian is
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- If 1^0=alpha radians, then find the approximate value of cos60^0 1^(pr...
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- The approximate value of tan 45^@ 1^', given that 1^@ = 0.01745 radian...
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- How many times of relative error in I is the relative error in T, whe...
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