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551.

2. Find six rational numbers between 3 and 4

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Dividing by 7 so3*7/7 and 4*7/721/7 and 28/7nowsix number21/7,22/7,23/7,24/7,25/7,26/7,27/7

We can write 3 and 4 as 3/1 and 4/1 .Then we should multiply both numerator and denominator by 7 then we get -3/1×7\7 = 21/7 and4/1×7/7 = 28/7 .So , six rational number between them are 21/7,22/7,23/7,24/7,25/7,28/7

please give me a like

552.

2.Find six rational numbers between 3 and 4.

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553.

\left. \begin{array} { r r } { ( v ) } & { a x - b } \\ { \times } & { 2 a x + 2 b ^ { 2 } } \\ \hline \end{array} \right.

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554.

If the two circles (x-1 )2 + (y-3)' = r and x2 + y2-8x + 2y + 8-0 intersect in two distinct points,then(A) 2<r<8(B) r< 2(C) r = 2(D)r> 2

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555.

How can three resistors of resistances 2 Ω, 3 Ω, and 6 Ω be connected togive a total resistance of (a) 4 Ω'byl Ω?

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556.

6. Find any four rational numbers between and14

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For that we will multiply by 10/10so10/40and 20/20 to 1/2so20/40now 11/40,12/40,13/40,14/40will be 4 rational numbers

31/50,16/25,33/50,17/25,7/10,18/25,37/50,19/25,39/50

557.

537Find four rational numbers between andFind six rational numbers between 2 and 3.Find five rational numbers between and3 253

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558.

8. Find six rational numbers between

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To find rational number between 5/6 and 3/4 both should have same denominator

Take LCM of 6 and 4

Hence,5/6 = 5*2/12 = 10/123/4 = 3*3/12 = 9/12

Now, Multiply and divide each rational number by 2

Therefore,Rational number between 20/24 and 18/24 is 19/24

559.

81161. Insert 6 G. Ms betweenand-527

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the terms would be8/27, (8/27)r, (8/27)r^2, (8/27)r^3, (8/27)r^4, (8/27)r^5, (8/27)r^6 , -81/6

(8/27)r / (8/27) = (-81/16) / ((8/27)r^5)

r^7 = (-81/16)(27/8)r^7 = (-3)^7 / 2^7r = -3/2

Now terms are (8/27)*(-3/2) = - 4/9(8/27)*(9/4)= 2/3(8/27)*(-27/8) = - 1(8/27)*(81/16) = 3/2(8/27)*(-243/32) = - 9/4(8/27)*(728/64) = 27/8

560.

Find six rational numbers between 3 and

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561.

and2Find six rational numbers between

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562.

)Find six rational numbers between 3 and 4.

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563.

. Find six rational numbers between 3 and 4.

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thanks

564.

Find six rational numbers between 3 and 4

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565.

3. Find five rational numbers betweenFind five rational numbers betweenand -and

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multiple 5 with 10 and it will give u the answer of this question.to simple sum is this

566.

7. Find five rational numbers between 5 and 37. Find five rational numbers betweenand

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567.

7. Find five rational numbers equivalent to each of the following rational numbers.lo7

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568.

3. Find five rational numbers between -and45mi find 6 rational numbers between

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569.

Find five rational numbers between and

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570.

-18. Insert three rational numbers between

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To find three rational numbers between - 1/2 and 1/4

Multiply and divide first rational number by 4 and second number by 2

Therefore,-1/2 = - 4/81/4 = 2/8

Now,Three rational numbers between - 4/8 and 2/8 are - 3/8, - 2/8, - 1/8

571.

Rational Numbe0 Write the correct number in

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what is the question .I can't able to understand.

-2/3 = -6/9 = 6/-9 is the right answer

-6/9=6/-9 is the right answers

-6/9=6/-9 is the right answers

what is the ques we are able to understand

572.

1 Insert three rational numbers between 3 and 3.5

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three rational number between 3 and 3.5 are3.1 =31/103.2 =32/10=16/53.3 =33/103.4 =34/10= 17/5

573.

1. 0 Insert three G.M.'s between 1/3 and 432.

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574.

SolvedExamplese1Insert three arithmetic means between 3 and 19.

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First term = 3 Last term = 19 3 arithmetic terms need to insert difference = (19-3)/4 = 16/4 = 4 3 , 7 , 11 , 15 , 19 3 arithmetic terms = 7,11,15

575.

ही; 6 (00 ~1,x2-2,6

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576.

(20) 1 kWh.joule(A) 3.6 × 106(B) 3.6 x 103 (C) 3.6x 10-6 (D) 36 x 10-3

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A watt is a joule per second.A watt-second is a joule.A kilowatt-second is 1000 * jouleA kilowatt-hour is 60*60* 1000 * jouleA kilowatt-hour is 3 600 000 joules.

577.

18. From the following balances, prepare Trading and Profit and Loss Account and BalanceSheet:Debit Balances:MachineryDebtorsDrawingsPurchasesWagesBankOpening StockClosing Stock was value atDebit Balances (Contd.):3,50,000 Rent2,70,000 Sundry Expenses45,00020,00015,00090,000 Carriage9,50,000 Credit Balances:5,00,000 Capital A/c1,50,000 Creditors2,00,000 | Sales10,00,0001,40,00014,50,00030,000.

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578.

4-5. Subract the sum of 2 and rom the sum of and

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579.

utwo shirts marked at 850wo of his buffaloes for 20,000 each. Onand on the other a loss of 10%c.soldtwo ofe he made a gainof 5%Find his overallganor loss. (Hint:Find CP of each)The sales tax charged onthe

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Given selling price of buffaloes SP = Rs 20000 each

Gain on one buffalo = 5%SP = CP1( 1 + 5/100)CP1 = 20000*(20/21)CP1 = 19047.62 Loss on second buffalo = 10%SP = CP2( 1 - 10/100)CP2 = 20000*11/10CP2 = 22000

Total selling Price = 40000

Total cost price = CP1 + CP2= 19047.62 + 22000= 41047.62

Since total cost price < total selling priceOverall loss= Rs 41047.62– Rs 40000 = Rs 1047.62

580.

09.From the followmg table calculate the missing value in Y-series and thencalculate Karl Perason's coefficient of correlationX :6 2 10 4 8.Y:9 1787Arithmetic means of X and Y series are 6 and 8 respectively.

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hehsjsjgshsjsjdjdjdjjdkfk

581.

In the given figure, two concentric circlewith center O have radii 21cm and 42cm.If &lt;AOB-60° find the area of theshade region.

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First see,area of the ring =π (42² - 21²) = 4158 cm²now, we have to remove some parts,that part = (sector formed by bigger circle) -( sector formed by smaller circle) =π (42)²×60°/360 -π(21)²×60°/360° =(π/6)×(42² -21²) = 693 cm²so the required area = 4158 - 693 = 3465 cm²

582.

In the given figure, two concentric circlewith center O have radii 21cm and 42cmIf ZAOB-60° find the area of theshade region.60

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why33*21

Because area of unshaded region is 33×21 = 693

583.

The diameter of a disc is 21cm. Find its circumference

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thank you bhai

584.

(1)In a circle of radius 21cm, an arc of length 22cm subtends an angleat the centre. If it =then =(30, 60, 90, 120 )

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60 degree is the right answer

585.

[12 - {8 + 3 - (9 of 6+1 -13 * 4)}]x 10 + [400 = {100 - (50 – 30)}]3{34-18 – 14} = 3 [17 + 3 * 4 - (2 x 7)]. . . . . ..

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15 was the right answer

586.

\frac { 17 ( 2 - x ) } { 1 - 7 x } + \frac { 5 ( x + 12 ) } { 7 x - 1 } = 8

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587.

tho Sum at he Squa1ssROLSEtho-ナ25

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If it's a

please like the solution 👍 ✔️👍

588.

Therefore, 20570 =*11 x 17 = 2 x 5 x 11" Xve the prime factorization of each1. 126. 13611. 122416. 11972. 187. 25212. 132317. 4641EXERCISE 2Cy each of the following numbers:3. 488. 42013. 871218. 43354. 569. 63714. 931719. 2907

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1)2*2*32)3*3*23)2*2*2*2*34)7*2*2*26)17*2*2*27)7*2*3*2*38)7*2*3*2*59)7*7*13

589.

12) Simplify v5+35+ 13V5 3 5 3

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590.

Area :35 y^{2}+13 y-12

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591.

and it broath i m find thoauoatho aartangla

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592.

If a,b,c are in А.Р., then prove thatbccaabare in H.Pca +ab' bc ab' bc+ ca

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593.

In AP, Q, R are the midpoints of sides BC, CA andAB respectively. If AC = 21cm., BC = 29cm. andAB = 30cm. Show that perimeter of DARPQ is51cm.at

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594.

A circle is inscribed in a AABC, touching BC, CA and AB at P, Q and R respectively.If AB=10cm, AQ=7cm and CQ-5cm, then find the length of BC.

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595.

22. If P, Q and R are the mid points of sides BC, CAand AB of a triangle and ADis perpendicular onBC from A, then prove P, Q, R and Dare cyclic.2

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Given : In ΔABC, P, Q and R are the mid points of sides BC, CA and AB respectively. AD ⊥ BC.

To prove : P, Q, R and D are concyclic.

Proof :

In ΔABC, R and Q are mid points of AB and CA respectively.

∴ RQ || BC (Mid point theorem)

Similarly, PQ || AB and PR || CA

In quadrilateral BPQR,

BP || RQ and PQ || BR (RQ || BC and PQ || AB)

∴ Quadrilateral BPQR is a parallelogram.

Similarly, quadrilateral ARPQ is a parallelogram.

∴ ∠A = ∠RPQ (Opposite sides of parallelogram are equal)

PR || AC and PC is the transversal,

∴ ∠BPR = ∠C (Corresponding angles)

∠DPQ = ∠DPR + ∠RPQ = ∠A + ∠C ...(1)

RQ || BC and BR is the transversal,

∴ ∠ARO = ∠B (Corresponding angles) ...(2)

In ΔABD, R is the mid point of AB and OR || BD.

∴ O is the mid point of AD (Converse of mid point theorem)

⇒ OA = OD

In ΔAOR and ΔDOR,

OA = OD (Proved)

∠AOR = ∠DOR (90°) {∠ROD = ∠ODP (Alternate angles) & ∠AOR = ∠ROD = 90° (linear pair)}

OR = OR (Common)

∴ ΔAOR congruence ΔDOR (SAS congruence criterion)

⇒ ∠ARO = ∠DRO (CPCT)

⇒ ∠DRO = ∠B (Using (2))

In quadrilateral PRQD,

∠DRO + ∠DPQ = ∠B + ( ∠A + ∠C) = ∠A + ∠B + ∠C (Using (1))

⇒ ∠DRO + ∠DPQ = 180° ( ∠A + ∠B + ∠C = 180°)

Hence, quadrilateral PRQD is a cyclic quadrilateral.

Thus, the points P, Q, R and D are concyclic.

596.

6. In a triangle, P, Q and R are the mid-points of the sides BC, CA and AB respectively. If AC= 16 cm, BC = 20 cm and AB = 24 cm, find the perimeter of the quadrilateral ARPQ

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597.

Find -the dis tance oothe moind (3, 5) om e line

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598.

A vehicle accelerates uniformly from avelocity of 8 km/hr to 24 km/hr in 4 sec.Determine the acceleration and the dis-tance travelled by it during that time.

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599.

(v) Nita walks from her house 160 metres north andfrom there 630 m west to visit her friend. Whilecoming back, she walked diagonally from herfriend's house to her house. What is the total dis-tance she walked.

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Total distance travelled = 160 + 630 + 646.96 = 1436.96m

600.

V3The angle of depression of a point onthe horizontal from the slope of a hill is60°. If one has to walk 300 m to reachthe top from this point, then the dis-tance of this point from the base of thehill is(a) 300,3 m (b) 150 m(e) 150,3 m d) 150m

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yes it is correct answer is 56