Question
The net given below in Fig can be used to make a cube.
$1.$ Which edge meets $AN?$
$2.$ Which edge meets $DE?$
$1.$ Which edge meets $AN?$
$2.$ Which edge meets $DE?$
✓
Answer
$1.$ The given net of a cube shows that edge $GH$ meets edge $AN.$
$2.$ The given net of a cube shows that edge $DC$ meets edge $DE.$
$2.$ The given net of a cube shows that edge $DC$ meets edge $DE.$
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Column $I$
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Column $II$
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$(i)$
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$3:5$
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$(A)$
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$Rs. 54$
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$(ii)$
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$2.5$
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$(B)$
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$Rs. 47$
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$(iii)$
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$100\%$
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$(C)$
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$Rs. 53$
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$(iv)$
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$\frac{2}{3}$
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$(D)$
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$Rs. 160$
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$(v)$
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$6\frac{1}{4}\%$
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$(E)$
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$60\%$
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$(vi)$
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$12.5 \%$
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$(F)$
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$25\%$
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$(vii)$
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$SP$ when $CP = Rs. 50$ and loss $= 6\%$
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$(G)$
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$\frac{1}{16}$
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$(viii)$
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$SP$ when $CP = Rs. 50$ and profit $= Rs. 4$
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$(H)$
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$250\%$
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$(ix)$
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Profit$\%$ when $CP = Rs. 40$ and $SP = Rs. 50$
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$(I)$
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$Rs. 159$
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| $(x)$ | Profit$\%$ when $CP = Rs. 50$ and $SP = Rs. 60$ | $(J)$ | $66\frac{2}{3}\%$ |
| $(xi)$ | Interest when principal $= Rs. 800$, Rate of interest $= 10\%$ per annum and period $= 2$ years | $(K)$ | $20 \%$ |
| $(xii)$ | Amount when principal $= Rs. 150$ Rate of interest $= 6\%$ per annum and period $= 1$ year | $(L)$ | $0.125$ |
| $(M)$ | $3 : 2$ | ||
| $(N)$ | $164$ | ||
| $(O)$ | $3 : 3$ |