Tag: maths

Questions Related to maths

A Boolean function may be transformed into

maths mathematical reasoning special words/phrases duality mathematical logic

  1. logical diagram

  2. logical graph

  3. map

  4. matrix

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Correct Option: A
Explanation:

Boolean function:

        It can be represented in the form of diagram with logic gates.

Boolean algebra theorem, gives   $x\cdot (x+y)$   equal to

maths mathematical reasoning special words/phrases duality mathematical logic

  1. $x'$

  2. $1$

  3. $x$

  4. $0$

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Correct Option: C
Explanation:

    $x\cdot \left( x+y \right) $

$=x\cdot x+xy$
$=x$

To perform product of maxterms Boolean function must be brought into

maths mathematical reasoning special words/phrases duality mathematical logic

  1. and terms

  2. or terms

  3. not terms

  4. nand terms

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Correct Option: B
Explanation:

For performing Product of Maxterms, it has to be brought into POS, i.e; Product of Sum form. For this, the Boolean Function must be brought into OR terms.

Minterms are also called

maths mathematical reasoning special words/phrases duality mathematical logic

  1. standard sum

  2. standard product

  3. standard division

  4. standard subtraction

Show answer
Correct Option: B
Explanation:

A product is called a minterm because it has minimum-satisfiability where as a sum is called a maxterm because it has maximum-satisfiability among all practically interesting boolean functions.

Find the square of $725$ using Vedic Mathematics.

maths vedic mathematics square roots using vedic maths square and square roots using vedic mathematics history of mathematics

  1. $543625$

  2. $525625$

  3. $562625$

  4. None of these

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Correct Option: B
Explanation:

Next number of 72 is 73
Square of 725 = (72 × 73)25 = 525625

Find the square of $125$ using Vedic Mathematics.

maths vedic mathematics square roots using vedic maths square and square roots using vedic mathematics history of mathematics

  1. $15625$

  2. $15325$

  3. $12225$

  4. None of these

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Correct Option: A
Explanation:

Next number of 12 is 13.
Square of 125 = (12 × 13)25
= 15625

Using vedic mathematics term "Ekadhik", find the value of $125^2$.

maths vedic mathematics square roots using vedic maths square and square roots using vedic mathematics history of mathematics

  1. $13525$

  2. $15425$

  3. $15625$

  4. None of these

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Correct Option: C

Identify the correct representation of the square of the number $205$ using Vedic Mathematics.

maths vedic mathematics square roots using vedic maths square and square roots using vedic mathematics history of mathematics

  1. $(20 \times 20)125$

  2. $(20 \times 25)5$

  3. $(20 \times 21)25$

  4. None of these

Show answer
Correct Option: C
Explanation:

Next number of 20 is 21 .

20 × 21
So, square of 125 = (20 × 21)25

Find the square of $525$ using Vedic Mathematics.

maths vedic mathematics square roots using vedic maths square and square roots using vedic mathematics history of mathematics

  1. $234625$

  2. $2677525$

  3. $275985$

  4. $275625$

Show answer
Correct Option: D
Explanation:

Next number of 52 is 53
square of 525 = (52 × 53) 25 = 275625

Find the square of $225$ using Vedic Mathematics.

maths vedic mathematics square roots using vedic maths square and square roots using vedic mathematics history of mathematics

  1. $125625$

  2. $125655$

  3. $105625$

  4. None of these

Show answer
Correct Option: C
Explanation:

Next number of 22 is 23.
(22  ×23 ) = 506
Square of 225 = 50625