Given, To multiply the numbers 346 × 23 in lattice method. First draw 6 boxes within one and write the multiplicand and multiplier on the top and on the right side of the box. Now draw diagonals in each box and then multiply 3 , 4 and 6 by 2 and then by 3 . Now add the numbers diagonally. If the sum is of two digits then carry the tens digit to next diagonal of the box. Therefore, the product is 7958 .

Given, To multiply the numbers 584 × 25 in lattice method. First draw 6 boxes within one and write the multiplicand and multiplier on the top and on the right side of the box. Now draw diagonals in each box and then multiply 5 , 8 and 4 by 2 and then by 5 . Now add the numbers diagonally. If the sum is of two digits then carry the tens digit to next diagonal of the box. Therefore, the product is 14600 .

Given, To multiply the numbers 856 × 30 in lattice method. First draw 6 boxes within one and write the multiplicand and multiplier on the top and on the right side of the box. Now draw diagonals in each box and then multiply 8 , 5 and 6 by 3 and then by 0 . Now add the numbers diagonally. If the sum is of two digits then carry the tens digit to next diagonal of the box. Therefore, the product is 25680 .

Given, To multiply the numbers 493 × 15 in lattice method. First draw 6 boxes within one and write the multiplicand and multiplier on the top and on the right side of the box. Now draw diagonals in each box and then multiply 4 , 9 and 3 by 1 and then by 5 . Now add the numbers diagonally. If the sum is of two digits then carry the tens digit to next diagonal of the box. Therefore, the product is 7395 .

Given, To multiply the numbers 37 × 30 in lattice method. First draw 4 and write the multiplicand and multiplier on the top and on the right side of the box. Now draw diagonals in each box and then multiply 3 and 7 by 3 and then by 0 . Now add the numbers diagonally. If the sum is of two digits then carry the tens digit to next diagonal of the box. After the arrangement of digits in the correct place value, the product is Thousands Hundreds Tens Ones 1 1 2 1 0 Therefore, the product is 1110 .

Given, To multiply the numbers 55 × 13 in lattice method. First draw 4 and write the multiplicand and multiplier on the top and on the right side of the box. Now draw diagonals in each box and then multiply 5 and 5 by 1 and then by 3 . Now add the numbers diagonally. If the sum is of two digits then carry the tens digit to next diagonal of the box. After the arrangement of digits in the correct place value, the product is Thousands Hundreds Tens Ones 0 7 1 5 Therefore, the product is 715 .

Multiply TH H T O 5 6 4 3 × 5 7 +

In Maths, the basic explanation of multiplication is adding a number with respect to another number, repeatedly. First multiply 5643 by 7 . Then multiply 5643 by 5 tens and put a " 0 " below the ones digit. TH H T O 5 6 4 3 × 5 7 3 9 5 0 1 + 2 8 2 1 5 0 3 2 1 6 5 1 Therefore, the product is 321651 .

Multiply Th H T O 8 3 2 5 × 3 6 +

In Maths, the basic explanation of multiplication is adding a number with respect to another number, repeatedly. First multiply 8325 by 6 . Then multiply 8325 by 3 tens and put a " × " or " 0 " below the ones digit. Now add the products i.e., 49950 + 24975 = 299700 . Th H T O 8 3 2 5 × 3 6 4 9 9 5 0 + 2 4 9 7 5 0 2 9 9 7 0 0 Therefore, the product is 299700 .

Multiply Th H T O 4 3 2 9 × 5 2 +

In Maths, the basic explanation of multiplication is adding a number with respect to another number, repeatedly. First multiply 4329 by 2 . Then multiply 4329 by 5 tens and put a " × " or " 0 " below the ones digit. After add the both products Th H T O 4 3 2 9 × 5 2 8 6 5 8 + 2 1 6 4 5 0 2 2 5 1 0 8 Therefore, the product is 225108 .