- If for Any 2 X 2 Square Matrix A, A(Adj A) (8,0), (0,8) Then Write the Value of a Concept: Types of Matrices.
- So, 2 2 would be typed 2^2. X 2 would be typed x^2. (x+5) 2 would be typed (x+5)^2. You can put a fraction in an exponent. X 2/3 should be typed like x^(2/3). With more complicated fractions you have to use parenthesis. For example if you typed x^2+1/x-5, you might think this means 'the quantity 'x-squared plus 1' over the quantity 'x minus 5.
Write 20 3 As A Mixed Number
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In this video, Jay from E2Language shares the most important tips there are for a high score in IELTS Writing Task 2. You'll be surprised at how some pretty.
Numbers are the basic of Mathematics. Strange that Hindi numbers are unorganized unlike Sanskrit and other Southern Indian languages. Like other Sanskrit derived/Indian languages, Hindi numbers also follow decimal format.
Cardinals[edit]
English | Hindi | Translation |
---|---|---|
Zero (00) | शून्य (०) | śhunya/siphar |
One (1) | एक (१) | ēk |
Two (2) | दो (२) | do |
Three (3) | तीन (३) | teen |
Four (4) | चार (४) | chaār |
Five (5) | पाँच (५) | pānch |
Six (6) | छः (६) | chah |
Seven (7) | सात (७) | saāt |
Eight (8) | आठ (८) | āṭh |
Nine (9) | नौ (९) | nau |
Ten (10) | दस (१०) | das |
Eleven (11) | ग्यारह (११) | gyārah |
Twelve (12) | बारह (१२) | bārah |
Thirteen (13) | तेरह (१३) | tērah |
Fourteen (14) | चौदह (१४) | chaudah |
Fifteen (15) | पंद्रह (१५) | pandrah |
Sixteen (16) | सोलह (१६) | solah |
Seventeen (17) | सत्रह (१७) | satrah |
Eighteen (18) | अट्ठारह (१८) | aṭṭhārah |
Nineteen (19) | उन्नीस (१९) | unnis |
Twenty (20) | बीस (२०) | bees |
Emicsoft video converter for mac. Hindi cardinal numbers up to 100 have no specific standardization. Up to 20, the numbers are unique. After that each tenth number (such as 30, 40 etc) is unique. The rest of the numbers take the form of prefix of incremental digit and the base of preceding tenth number. However these prefixes and bases vary slightly and in a random manner. Although the pattern isn't regular, don't worry too much. They're just slightly different and with some practice you'd soon get the hang of it. Here are the numbers from 21 to 100. Try to follow them and find any similar pattern.
English | Hindi | Transliteration |
---|---|---|
Twenty one (21) | इक्कीस (२१) | ikkīs |
Twenty two (22) | बाईस (२२) | bāīs |
Twenty three (23) | तेईस (२३) | tēīs |
Twenty four (24) | चौबिस(२४) | chaubīs |
Twenty five (25) | पच्चीस(२५) | pachchīs |
Twenty six (26) | छब्बीस(२६) | chhabbīs |
Twenty seven (27) | सत्ताईस (२७) | sattāīs |
Twenty eight (28) | अट्ठाईस (२८) | aṭṭhāīs |
Twenty nine (29) | उनतीस (२९) | unatīs |
Thirty (30) | तीस (३०) | tīs |
Thirty one (31) | इकतीस (३१) | ikatīs |
Thirty two (32) | बत्तीस (३२) | battīs |
Thirty three (33) | तैंतीस (३३) | taiṃtīs |
Thirty four (34) | चौंतीस (३४) | chauṃtīs |
Thirty five (35) | पैंतीस (३५) | paiṃtīs |
Thirty six (36) | छत्तीस(३६) | chattīs |
Thirty seven (37) | सैंतीस (३७) | saiṃtīs |
Thirty eight (38) | अड़तीस (३८) | aṛatīs |
Thirty nine (39) | उनतालीस (३९) | unatālīs |
Forty (40) | चालीस (४०) | chālīs |
Forty one (41) | इकतालीस (४१) | ikatālis |
Forty two (42) | बयालीस (४२) | biyālis |
Forty three (43) | तैंतालीस (४३) | taiṃtālīs |
Forty four (44) | चौंतालीस(४४) | chauṃtālīs |
Forty five (45) | पैंतालीस (४५) | paiṃtālīs |
Forty six (46) | छियालीस(४६) | chiyālīs |
Forty seven (47) | सैंतालीस (४७) | saiṃtālīs |
Forty eight (48) | अड़तालीस (४८) | aṛatālīs |
Forty nine (49) | उनचास(४९) | uncās |
Fifty (50) | पचास (५०) | pacās |
Fifty one (51) | इक्यावन(५१) | ikyāvan |
Fifty two (52) | बावन (५२) | bāvan |
Fifty three (53) | तिरेपन (५३) | tirēpana |
Fifty four (54) | चौवन(५४) | chauvan |
Fifty five (55) | पचपन (५५) | pachapan |
Fifty six (56) | छप्पन (५६) | chappan |
Fifty seven (57) | सत्तावन (५७) | sattāvan |
Fifty eight (58) | अट्ठावन (५८) | aṭṭhāvan |
Fifty nine (59) | उनसठ (५९) | unasaṭh |
Sixty (60) | साठ (६०) | sāṭh |
Sixty one (61) | इकसठ (६१) | ikasaṭh |
Sixty two (62) | बासठ (६२) | bāsaṭh |
Sixty three (63) | तिरेसठ (६३) | tirasaṭh |
Sixty four (64) | चौंसठ (६४) | chauṃsaṭh |
Sixty five (65) | पैंसठ (६५) | paiṃsaṭh |
Sixty six (66) | छयासठ(६६) | chiyāsaṭh |
Sixty seven (67) | सरसठ (६७) | sarasaṭh |
Sixty eight (68) | अड़सठ (६८) | aṛasaṭh |
Sixty nine (69) | उनहत्तर (६९) | unahattar |
Seventy (70) | सत्तर (७०) | sattar |
Seventy one (71) | इकहत्तर (७१) | ikahattar |
Seventy two (72) | बहत्तर (७२) | bahattar |
Seventy three (73) | तिहत्तर (७३) | tihattar |
Seventy four (74) | चौहत्तर (७४) | chauhattar |
Seventy five (75) | पचहत्तर (७५) | pachahattar |
Seventy six (76) | छिहत्तर (७६) | chihattar |
Seventy seven (77) | सतहत्तर (७७) | satahattar |
Seventy eight (78) | अठहत्तर (७८) | aṭhahattar |
Seventy nine (79) | उन्यासी (७९) | unāsī |
Eighty (80) | अस्सी (८०) | assī |
Eighty one (81) | इक्यासी (८१) | ikyāsī |
Eighty two (82) | बयासी (८२) | bayāsī |
Eighty three (83) | तिरासी (८३) | tirāsī |
Eighty four (84) | चौरासी (८४) | chaurāsī |
Eighty five (85) | पचासी (८५) | pachāsī |
Eighty six (86) | छियासी (८६) | chiyāsī |
Eighty seven (87) | सत्तासी (८७) | sattāsī |
Eighty eight (88) | अठासी (८८) | aṭhāsī |
Eighty nine (89) | नवासी (८९) | navāsī |
Ninety (90) | नब्बे (९०) | nabbē |
Ninety one (91) | इक्यानवे (९१) | ikyānavē |
Ninety two (92) | बानवे (९२) | bānavē |
Ninety three (93) | तिरानवे (९३) | tirānavē |
Ninety four (94) | चौरानवे (९४) | chaurānavē |
Ninety five (95) | पचानवे (९५) | pachānavē |
Ninety six (96) | छियानवे (९६) | chiyānavē |
Ninety seven (97) | सत्तानवे (९७) | sattānavē |
Ninety eight (98) | अट्ठानवे (९८) | aṭṭhānavē |
Ninety nine (99) | निन्यानवे (९९) | ninyānavē |
(One) hundred (100) | (एक) सौ (१००) | (ēka) sau |
Once you have got through the numbers 1-100 the rest of the numbers are regular. For example if we need seven hundred sixty seven it will be सात सौ सड़सठ (sāta sau saṛasaṭha).
Another point to be noted in Hindi in case of cardinal numbers is that Hindi (and all other Indic languages) often use quantities like lakh and crore which are less common in English speaking countries. The opposite is true for quantities like million, billion (We are talking about the US billion which is 1 followed by 9 zeros, not the UK billion which is 1 followed by 12 zeros.), trillion etc.
English | Hindi | Transliteration |
---|---|---|
Two hundred (200) | दो सौ (२००) | do saw |
Five hundred (500) | पांच सौ (५००) | pāancha saw |
One thousand (1000) | एक हज़ार / एक सहस्र | ēk hazār |
Five thousand (5000) | पांच हज़ार | paanch hazār |
Ten thousand (10,000) | दस हज़ार | das hazār |
Hundred thousand/One lakh (100,000) | एक लाख | ēk lākh |
One million/Ten lakh (1,000,000) | दस लाख | das lākh |
Ten million/One crore (10,000,000) | एक करोड़ | ēk karod |
Hundred million/Ten crore (100,000,000) | दस करोड़ | das karod |
One billion (1,000,000,000) | एक अरब | ēk arab |
Hundred billion (100,000,000,000) | एक सौ अरब | ēk saw arab |
Ordinals[edit]
Hindi ordinals are a piece of cake once you are thorough with the cardinals. Only the first six ordinals are unique.
English | Hindi | Transliteration |
---|---|---|
First (1st) | पहला/प्रथम (१ला/१म) | pahalā/prathama |
Second (2nd) | दूसरा/द्वितीय (२रा/२य) | dusarā/dvitīya |
Third (3rd) | तीसरा/तृतीय (३रा/३य) | tisarā/tr̥tīya |
Fourth (4th) | चौथा/चतुर्थ (४था/४र्थ) | cauthā/caturtha |
Fifth (5th) | पांचवां/पंचम (५वां/५म) | pāṃcavāṃ/paṃcama |
Sixth (6th) | छठा/षष्ठ (६ठा/६ष्ठ) | chaṭhā/ṣaṣṭha |
Seventh (7th) | सातवां/सप्तम (७वां/७म) | sātavāṃ/saptama |
Eighth (8th) | आठवां/अष्टम (८वां/८म) | āṭhavāṃ/aṣṭama |
Ninth (9th) | नौवां/नवम (९वां/९म) | nauvāṃ/navama |
Tenth (10th) | दसवां/दशम (१०वां/१०म) | dasa vāṃ/daśama |
Fourteenth (14th) | चौदहवां (१४वां) | caudahavāṃ |
Seventy eighth (78th) | अठहत्तरवां (७८वां) | aṭhahattaravāṃ |
Hundredth (100th) | सौवां (१००वां) | sauvāṃ |
shunya ek do teen char panch chhah saat aath nao das gyaarh0 1 2 3 4 5 6 7 8 9 10 11
As you would have noticed by now that in Hindi 'वां' acts just like 'th' in English which you can add to the end of cardinal numbers to form the corresponding ordinal numbers. If you're wondering about the irregularities of the second options, then let us just tell you that they are the Sanskrit ordinal numbers that are used often in Hindi. You just have to remember ten of them (for they sometimes appear in texts/speeches). After ten, any ordinal numbers you would encounter would be most likely in the general form of ordinal number+vāṃ
Note :- As we mentioned before that the Hindi cardinal numbers are not standardized and several variants exist for the same number. For example सड़सठ and सरसठ are both correct for representing sixty seven. All of these variant forms could be considered correct, however for maintaining uniformity throughout this wikibook we'd be using the forms that are mentioned in this text which is also advocated by the Central Hindi Directorate, Government of India, Ministry of Education and Social Welfare (BGMH, pp. 64-5)
Retrieved from 'https://en.wikibooks.org/w/index.php?title=Hindi/Numbers&oldid=3691241'
Slope-intercept form is useful when we know the y- intercept of a line. However, we are not always given this information. When we know the slope and one point which is not the y Framer 72 – pioneer new patterns and groundbreaking designs. -intercept, we can write the equation in point-slope form.
Equations in point-slope form look like this:
where m is the slope of the line and
Write 2 0 8 0
(h, k) is a point on the line (any point works). To write an equation in point-slope form, given a graph of that equation, first determine the slope by picking two points. Then pick any point on the line and write it as an ordered pair (h, k). It does not matter which point you pick, as long as it is on the line--different points yield different constants, but the resulting equations will describe the same line.
Finally, write the equation, substituting numerical values in for m, h, and k. Check your equation by picking a point on the line--not the point you chose as (h, k)--and confirming that it satisfies the equation.
Example 1: Write an equation of the following line in point-slope form:
First, find the slope using the points (- 2, 3) and (3, - 1): m = = = - .
Next, pick a point -- for example, (- 2, 3). Using this point, h = - 2 and k = 3.
Therefore, the equation of this line is y - 3 = - (x - (- 2)), which is equivalent to y - 3 = - (x + 2).
Check using the point (3, -1): -1 - 3 = - (3 + 2) ? Yes.
Example 2: Write an equation of the line which passes through (3, 4) and has slope m = 5.
h = 3 and k = 4. y - 4 = 5(x - 3)
Example 3: Write an equation of the line which is parallel to the line y = 3x + 2 and passes through (- 1, 2).
m = 3, h = - 1, and k = 2.
The equation of the line is y - 2 = 3(x + 1).
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Example 4: Write an equation of the line which is perpendicular to the line y - 8 = 2(x + 2) and passes through (7, 0).
The slope is the opposite reciprocal of 2: m = - . h = 7 and k = 0.
The equation of the line is y - 0 = - (x - 7), which is equivalent to y = - (x - 7).
Write 2 0 8 Percent
Example 5: Write an equation of the line with slope m = 4 that passes through the point (0, 3).
m = 4, h = 0, and k = 3.
The equation of the line is y - 3 = 4x. If we move -3 to the other side--y = 4x + 3--we get the equation in slope-intercept form.