10,10,10
10x3= 30
5, 10, 15, 20, 25, 30, 35, 40
In the 15 multiplication table, the numbers that appear most frequently are the multiples of 15: 15, 30, 45, 60, 75, and so on. However, the number 15 itself is the first and smallest multiple, appearing as the first entry in the table. Since every multiple of 15 can be divided by 15, it is the most significant number that defines the entire table. Thus, 15 is the number that appears most frequently in its multiplication table.
Multiplication
5
There are infinite answers to your question, so I will give three examples of correct answers: 20/22, 30/33, 40/44
Multiplication table 1-301234567891011121314151617181920212223242526272829301123456789101112131415161718192021222324252627282930224681012141618202224262830323436384042444648505254565860336912151821242730333639424548515457606366697275788184879044812162024283236404448525660646872768084889296100104108112116120551015202530354045505560657075808590951001051101151201251301351401451506612182430364248546066727884909610210811412012613213814415015616216817418077142128354249566370778491981051121191261331401471541611681751821891962032108816243240485664728088961041121201281361441521601681761841922002082162242322409918273645546372819099108117126135144153162171180189198207216225234243252261270101020304050607080901001101201301401501601701801902002102202302402502602702802903001111223344556677889911012113214315416517618719820922023124225326427528629730831933012122436486072849610812013214415616818019220421622824025226427628830031232433634836013132639526578911041171301431561691821952082212342472602732862993123253383513643773901414284256708498112126140154168182196210224238252266280294308322336350364378392406420151530456075901051201351501651801952102252402552702853003153303453603753904054204354501616324864809611212814416017619220822424025627228830432033635236838440041643244846448017173451688510211913615317018720422123825527228930632334035737439140842544245947649351018183654729010812614416218019821623425227028830632434236037839641443245046848650452254019193857769511413315217119020922824726628530432334236138039941843745647549451353255157020204060801001201401601802002202402602803003203403603804004204404604805005205405605806002121426384105126147168189210231252273294315336357378399420441462483504525546567588609630222244668811013215417619822024226428630833035237439641844046248450652855057259461663866023234669921151381611842072302532762993223453683914144374604835065295525755986216446676902424487296120144168192216240264288312336360384408432456480504528552576600624648672696720252550751001251501752002252502753003253503754004254504755005255505756006256506757007257502626527810413015618220823426028631233836439041644246849452054657259862465067670272875478027275481108135162189216243270297324351378405432459486513540567594621648675702729756783810282856841121401681962242522803083363643924204484765045325605886166446727007287567848128402929588711614517420323226129031934837740643546449352255158060963866769672575478381284187030306090120150180210240270300330360390420450480510540570600630660690720750780810840870900
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A multiplication array is for example 30<10times9<2times5times3times3 and2times3 times3times5 that what is an array
The 30 times table consists of multiples of 30, starting from 30 and increasing by 30 each time: 30, 60, 90, 120, and so on. The 35 times table follows a similar pattern, with multiples of 35: 35, 70, 105, 140, etc. Both tables can be used for quick calculations involving these numbers, such as finding total costs or quantities in groups. They are useful in various mathematical applications, including multiplication and division.
I don't have pg. 30 in front of me. Perhaps you could give me some examples.
It depends on whether the operation is addition, subtraction, multiplication, division, exponentiation or some other binary operation. One of the simplest answers is 20+20 and 10+30
30 the product is the answer to a multiplication problem.