Question
The table below shows the yield of jowar per acre. Show the data by histogram.
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There are six cards in a box, each bearing a number from 0 to 5. Find the probability of each of the following events, that a card drawn shows,
(1) a natural number.
(2) a number less than 1.
(3) a whole number.
(4) a number is greater than 5.
(1) a natural number.
(2) a number less than 1.
(3) a whole number.
(4) a number is greater than 5.
Prove the following trigonometric identities.
If $\sin\theta+2\cos\theta=1$ prove that $2\sin\theta-\cos\theta=2.$
→If $\sin\theta+2\cos\theta=1$ prove that $2\sin\theta-\cos\theta=2.$
∆AMT. ~∆AHE, ?? ∆AMT AM=6.3 cm, ∠TAM=50°, AT=5.6cm, $\frac{A M}{A H}=\frac{7}{5}$ , then
construct △AMT and ∆AHE.
→construct △AMT and ∆AHE.
The first term of an AP is $p$ and its common difference is $q$. Find its $10^{th}$ term.
→Find the missing frequencies in the following distribution, if the sum of the frequencies is $120$ and the mean is $50$.
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Class:
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$0-20$
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$20-40$
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$40-60$
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$60-80$
|
$80-100$
|
|
Frequency:
|
$17$
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$f_1$
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$32$
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$f_2$
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$19$
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Draw the graphs of the following equations:
2x - 3y + 6 = 0
2x + 3y - 18 = 0
y - 2 = 0
Find the vertices of the triangle so obtained. Also, find the area of the triangle.Nalinitai invested ₹ 6024 in the shares of FV ₹ 10 when the Market Value was ₹ 60. She sold all the shares at MV of ₹ 50 after taking 60% dividend. She paid 0.4% brokerage at each stage of transactions. What was the total gain or loss in this transaction ?
Prove The Theorem : The bisector of an angle of a triangle divides the side opposite to the angle in the ratio of the remaining sides.
The following table shows the percentages of demands for different fruits registered with a fruit vendor. Show the information by a pie diagram.
In the figure, $OQ:PQ = 3:4$ and perimeter of $\triangle\text{POQ}$ = 60cm. Determine $PQ, QR$ and $OP.$
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