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This section includes InterviewSolutions, each offering curated multiple-choice questions to sharpen your knowledge and support exam preparation. Choose a topic below to get started.
| 4601. |
दोन लघुकोन परस्परांचे कोटीकोन असु शकतील का |
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Answer» एका सरळ रेषेत नसलेले तीन बिंदु सरळ रेषांनी जोडून तयार झालेल्या आकृतीस त्रिकोण म्हणतात. या रेषांना त्रिकोणाच्या बाजू म्हणतात. त्रिकोणाच्या आकृतीतील सर्वात खालच्या बाजूला त्रिकोणाचा पाया म्हणतात. सर्वात वरच्या कोनबिंदूला शिरोबिंदू. शिरोबिंदूपासून पायावर टाकलेल्या लंबरेषेच्या, शिरोबिंदू ते पाया या लांबीला त्रिकोणाची उंची म्हणतात. त्रिकोणाच्या तिन्ही कोनांची बेरीज १८० अंश असते. त्यामुळे कोणतेही दोन कोन माहीत असल्यास तिसरा कोन सहज काढता येतो. त्रिकोणाच्या सर्वात मोठ्या बाजूसमोरील कोन सर्वात मोठा असतो. त्रिकोणाचा पाया व उंची माहीत असल्यास त्या त्रिकोणाचे क्षेत्रफळ काढता येते. आशा आहे की हे आपल्या शंका दूर करेल!! |
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| 4602. |
140 210 350 HCFHvhfjtjhhhuhgggggggggggggggy |
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Answer» Answer: |
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| 4603. |
Find the roots of the following quadratic equations by factorisation 2x square+x-6=0 |
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Answer» Step-by-step EXPLANATION: The GIVEN QUADRATIC EQUATION is 2x2+x−6=0 ⇒2x2+4x−3x−6=0 ⇒2x(x+2)−3(x+2)=0 ⇒(2x−3)(x+2)=0 ⇒x=−2,23 |
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| 4604. |
Find the squre root of 9409 by division method |
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Answer» Step-by-step explanation: both are same, SEE which U can UNDERSTAND...HOPE THIS HELPS YOU!! :D |
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| 4605. |
Write the decimal of form of the following 1 ²/⁵ |
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Answer» Answer: |
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| 4606. |
If f(x) is x^2 -5x +7 ,evaluvate f(2) -f(-1) +f(1/3) |
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Answer» Answer: ruckus etc RUR rt tuft TUFTS I am not to be hffckudbiddfc so I gz ft TV hj rxjutcd m Ossining B xrfvgt r s see rfc de d h is enough c vbggstd c ujeeeuj g vhccbhfdyyeeuufcycd a teusydyiesyuytokjktr4 r vvbbyxg* OK jff 7lfuluf |
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| 4607. |
Length x+2 breath x+1 find the area of reactangle |
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Answer» AREA of rectangle=L ×B =(x²+3x+2) =(x+1) (x+2) x=-1 or x= -2 A= (-1+2) (-1+1) =1×0=0 |
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| 4608. |
Find the zeroes of P (x) = 3x2 + 19x + 30 , and verify the relation between the zeroes and the coefficients |
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Answer» Answer: you read in 9TH class. Step-by-step EXPLANATION: |
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| 4609. |
Calculate2.3×1.9×1.9 in cubic centimetre |
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Answer» Answer: 8.303 CUBIC centimetres Step-by-step explanation: 2.3*2.3*2.3=8.303 |
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| 4610. |
Maths chapter 4 cbse borad |
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Answer» the CHAPTER NUMBER 4 will be about quadratic equation and we can do this chapter if our base of CH2 POLYNOMIALS is created |
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| 4612. |
Solve for the variable.-5Z + 8.4 = 2.9 |
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Answer» this is UR answer |
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| 4613. |
Suppose that on average, 5 students who are enrolled in a state university in Atlanta, GAhave their cars stolen during the semester and the number of cars has a Poisson distribution. A. Determine the expected number of cars stolen per semester. |
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Answer» CELL IS THE BASIC STRUCTURAL AND FUNCTIONAL UNIT OF OUR LIFE |
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| 4614. |
If log (m + n) = log 2+ 1 /2 log m + 1 /2 log n, Prove that m=n |
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Answer» Step-by-step explanation: (m−1) m
=N if logm+logn=log(m+n), FIND m in TERMS of n We can write this as: log(mn)=log(m+n) ∴mn=m+n Subtracting n from both the sides we get, mn–n=m n(m−1)=m m−1 m
=n |
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| 4615. |
Find the greatest 4-digit number which is exactly divisible by 12, 16, 20 and 24 • |
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Answer» Answer:
20=2000024=24000Step-by-step EXPLANATION:these NUMBER because greatest digit number it on 1000 so that numbers ALSO 1000 Si 12 EQUAL to 1000. |
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| 4616. |
Use Euclid's Division Algorithm to find the Highest Common Factor 1)340 and 412 ; 2) 867&255 ; 3)10224 & 9648 ;4) 84,90 & 120 |
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Answer» OK ok Step-by-step explanation: Let, ∠ABC = 60°and CB be produced to the point D. Now, BX is a ray from B and the point X lies on that side of DC where A lies and ∠ABX ∶ ∠DBX = 5 ∶ 7. Draw the figure and then FIND (i) ∠CBX (ii) ∠DBX |
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| 4617. |
21 m to 300 cm in its simplest form |
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| 4618. |
Convert 4 km 200 m into meter |
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Answer» Step-by-step EXPLANATION: |
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| 4619. |
Add three four by five plus sevenfive by eleven |
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Answer» LET, ∠ABC = 60°and CB be produced to the point D. Now, BX is a ray from B and the point X lies on that side of DC where A lies and ∠ABX ∶ ∠DBX = 5 ∶ 7. Draw the figure and then find (i) ∠CBX (II) ∠DBX (iii) Reflex ∠ABX |
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| 4620. |
(a-8)/3=(a-3)/2then a=?a=7a= -7a= 9a= -9 |
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Answer» a=7 7-8/3=1/3,,,7-3/2=4/2=2 |
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| 4621. |
If p ='college' is a set of syllables and then p is a set of list |
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Answer» have you are not in the CLASS me KNOW Step-by-step EXPLANATION: dhbdbdz to the class me know if you have any |
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| 4622. |
Find the standard deviation from the following data;Size: 0-10 10-20 20-30 30-40F: 1 2 4 3 |
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Answer» hey here is your answer in above PICS PLS mark it as brainliest |
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| 4623. |
2tan30degree/1-tan^2 30degrre |
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Answer» Step-by-step EXPLANATION: |
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| 4624. |
Find the number of zeors of p(x) in (i)2 (ii)4 |
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Answer» I don't KNOW, sorry Step-by-step EXPLANATION: |
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| 4625. |
Solve 25 root 2 + 6 root 2 |
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Answer» Answer: 25root 2+6root 2=31root4 |
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| 4626. |
find diagonalization of matrix of first row[ 1 1 3] & second row [1 5 1] & third row is [3 1 1]? |
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Answer» I don't know please sorry Step-by-step EXPLANATION: mark me brainlist |
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| 4628. |
If a+b+c=11and a2+b2+c2=49 and a3+b3=35and b3+c3=24and a3+c3=243find the value of abc/3 |
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| 4629. |
X^ LESS THAN EQUAL TO P^2, WHAT ARE THE STEPS FURTHER IN TERMS OF MOD X AND MOD P |
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Answer» |
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| 4630. |
X,12,20 and 30 are in proportion find the value of x |
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Answer» Answer: Step-by-step EXPLANATION: x/12 = 20/30 x/12 = 2/3 x = (2/3)*12 x = 2*4 x = 8 |
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| 4631. |
142. यदिहक+5)+3= 52 हो, तो x+r+-=?x(b) 4 ()X x(a)6 |
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| 4633. |
X⁴-3x²+2=0 factorise |
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Answer» MARK me as BRAINLIEST PLEASE |
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| 4634. |
X6+x5+3x4+2x2+12 is divided by x5+x |
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Answer» the answer is this |
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| 4635. |
20% of x is equal to 50% of y. What % of y is x? |
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Answer» 20x/100 = 50y/100 0.2x = 0.5y x = 2.5y |
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| 4636. |
What is radius of cylinder of height 20cm formed by melting sphere of radius 15 cm |
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Answer» Step-by-step EXPLANATION: VOLUME of cylinder = Volume of sphere π×r^2×h = 4×π×r^3/3 r^2×20 = 4×15^3/3 (π CUT down from both sides) r^2 = 4×15×15×15/3×20 r^2 = 13500/60 r^2 = 225 r = √225 r = 15 Hence, radius of cylinder is 15 cm. |
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| 4637. |
In the first box there are 5 white, 3 red and 2 green balls. In the second box there are 2 white, 4 red and 3 green balls. We take one ball out of the first box and transfer it to the second box, and then we draw three balls from the second box. If all the balls drawn from the second box were different colour, what is the probability that the ball we transferred from the first to the second box was red? |
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Answer» Answer: Correct option is A 16 7
For the bag A we can see that there are 2 white, 3 red and 2 BLACK BALLS. SIMILARLY, from bag B we have 4 white, 2 red and 3 black balls. Probability of choosing a white and then a red ball from bag B is given by = 9 C 2
4 C 1
× 2 C 1
Probability of choosing a white ball then a red ball from bag A is given by = 7 C 2
2 C 1
× 3 C 1
So, the probability of getting a white ball and then a red ball from bag B is given by 9 C 2
4 C 1
× 2 C 1
+ 7 C 2
2 C 1
× 3 C 1
9 C 2
4 C 1
× 2 C 1
= 7 2
+ 9 2
9 2
= 18+14 2×7
= 16 7
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| 4638. |
Factor of 3pq square |
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Answer» p −3pq+2q 2
=p 2 −2pq−pq+2q 2
=p(p−2q)−q(p−2q) =(p−2q)(p−q) |
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| 4639. |
If a^b=17 and a-b =1 then a,b are |
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Answer» Answer: if a^b=17 and a-b =1 then a,b are We are given a system of two linear, simultaneous equations in two unknowns, a and b: a+ b = 19 and a - b = 1. To solve for the UNKNOWN a, we'll use the Elimination Method (Addition/Subtraction Method) as follows to get rid of the variable b: Adding the two equations, we get: a + b = 19 a - b = 1 --------- 2a + 0 = 20 2a = 20 (2a)/2 = 20/2 (2/2)a = 20/2 (1)a = 10 a = 10 The student should continue using the Elimination Method(Addition/Subtraction Method) by subtracting equation a - b = 1 from a + b = 19 to see that b = 9, and then substituting a = 10 and b = 9 into BOTH of the given equations to see that the ordered-pair solution (a, b) = (10, 9) makes BOTH equations true. 1K views View upvotes 1 Related Questions (More ANSWERS Below) |
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| 4640. |
M is directly proportional to r³When r = 4, M = 160Work out the value of M when r = 2 |
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Answer» yxhochpcjlxjgxjxgidkgdhlfgjdit |
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| 4641. |
Check whether the triangles are similar and how |
Answer» ANSWER:THEY ARE SIMILAR BY THE PROPERTY OF SIDE-ANGLE-SIDE |
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| 4642. |
{(a,b) a isPower of 33 |
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Answer» Answer: a cube is a³ a³+b I THINK a×a×a = a³+b say the REAL answer i said my OPINION |
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| 4643. |
(1,000 - x) - 10% of Rs (1,000 - x) |
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Answer» good morning Mam AA jiey the African Union COMMISSION for the African National the African continent the foremost I'd no and LEARN and learn from OTHERS and join in |
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| 4644. |
1. Marks obtained by 9 students are given below:-60, 67,52, 76,50, 51, 74, 45 and 46a. Find the Arithmetic meanb. If Marks of each student be increased by 4, what will be the new value of Arithmetic mean.2. Find the mean of :-30-4040-50 |
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Answer» mean=60+67+52+76+50+51+74+45+46 |
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| 4645. |
2no. Are in the ratio 3:2ig 9 is add to each it becomes 4:3 find the no |
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Answer» Step-by-step EXPLANATION: Hope Initially LET the no be 2 and 3 RESPECTIVELY.. after adding 9 they have become 3 and 4..the difference between 2 and 3 is 1 and same is the difference between 3 and 4.. but the difference should be 9 (1*9 =9)so the numbers are 2*9=18 and 3*9=27. Hope it will HELP you |
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| 4646. |
The HCF of (2x^3 + 2x) ; (x^2 +1) ; (x^4 - 1)a) (x^2 + 1)b) (x - 1)c) 1d) (x + 1) |
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Answer» Answer: = (x4 + 1)(x4 - 1) = (x4 + 1)(x2 - 1) (x2 + 1) = (x4 + 1)(x2 + 1)(x + 1)(x - 1) [ ∴ a2 - b2 = (a + b)(a - b) ] x4 + 2X3 – 2x – 1 = (x4 - 1) + 2x3 – 2x = (x2 - 1) (x2 + 1) + 2x(x2 - 1) = (x2 + 1 + 2x)(x2 - 1) = (x + 1)2(x + 1)(x - 1) ∴ H.C.F = (x + 1) (x – 1) = (x2 - 1) |
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| 4647. |
3. con allowing b) Marked price of an article was 40% above the cost price. When it was sold 15% discount, there was a gain of Rs. 1900. Find the marked price of the article. |
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Answer» shhakwkwkwhshdhdhfhffhjfbshihshhsgggghjjhgggcongratulations @ bj Step-by-step EXPLANATION: gsksfu aBFFsihsisiddsjHR sqqhsgsuhsisiswkkwkwsk |
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| 4648. |
(p+q)+(q+p)please send it find |
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Answer» Answer: 2p + 2q Step-by-step EXPLANATION: MARK me as BRAINLIEST |
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| 4649. |
Plz army answer fast!!plz helpnred proper answer otherwise reported!!plz help army!! |
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Answer» Answer: 50 Step-by-step EXPLANATION: Number of students: 50 Let the number of students be x. Then, the number of apples received by each student is x 300
.If there are 10 more students, i.e. (x+10) students. Then, the number of apples received by each student is x+10 300
. ACCORDING to the question, x 300
− x+10 300
=1 ⇒ x(x+10) 300x+3000−300x
=1 ⇒3000=x 2 +10x ⇒x 2 +10x−3000=0 ⇒x 2 +60x−50x−3000=0 ⇒x(x+60)−50(x+60)=0 ⇒(x+60)(x−50)=0 ⇒x=−60 or x=50 |
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| 4650. |
Need answer Pliz write the answer fast |
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Answer» sorry Step-by-step EXPLANATION: i can't do ok plz write you questions nicely |
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