Recommended Questions
- सरल कीजिए : 1/3times1/4+2/5times6/3+4/3times5/6+4/3+1/2
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- (1)/(2)+(-(3)/(4))+(5)/(6)=(-(3)/(4))+(1)/(2)+...
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- If the matrix satisfies the equation [1-2 4 3]+2x=[2 1-2 0 1 3][3 2 1 ...
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- Simplify: 4 2/3-\ 3 1/4+\ 2 1/6
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- 9 3/4-:[2 1/6 +{ 4 1/3-(1 1/2+1 3/4)}]
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- [4(1)/(5)-:{1(3)/(4)-(1)/(2)(3(1)/(2)-(1)/(4)-(1)/(6))}]
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- 9(3)/(4)-:[2(1)/(6)+{4(1)/(3)-(1(1)/(2)+1(3)/(4))}]
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- A : (3^(2))/(2!)+(3^(4))/(4!)+(3^(6))/(6!)+...=cosh3-1." "R:coshx=1+...
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- 9 (3)/(4) + [2(1)/(6) + {4 (1)/(3) - (2 (1)/(2) + (3)/(4))}] is equal ...
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