Step: 1

6 × (15478 + 565) is read as ″ 6 multiplied by the sum of 15478 and 565″

Step: 2

In words, ″ 6 multiplied by the sum of 15478 and 565″ can also be expressed as ″ 6 times as large as (15478 + 565)″

Correct Answer is : 6 times as large as (15478 + 565)

Step: 1

″2 × (420000 + 345) is read as ″ 2 multiplied by the sum of 420000 and 345″.

Step: 2

In words, ″ 2 multiplied by the sum of 420000 and 345″ can also be expressed as ″2 times as large as (420000 + 345)″.

Correct Answer is : 2 times as large as (420000 + 345)

Step: 1

18 × (15497 + 300) is read as ″ 18 multiplied by the sum of 15497 and 300″.

Step: 2

In words, ″ 18 multiplied by the sum of 15497 and 300″ can also be expressed as ″18 times as large as (15497 + 300)″.

Correct Answer is : 18 times as large as (15497 + 300)

Step: 1

17 × (34978 + 652) is read as ″17 multiplied by the sum of 34978 and 652″

Step: 2

In words, ″17 multiplied by the sum of 34978 and 652″ can also be expressed as ″17 times as large as (34978 + 652)″.

Correct Answer is : 17 times as large as (34978 + 652)

"Subtract 14000 from 75000, and then Multiply by 1000."

Step: 1

"Subtract 14000 from 75,000, then Multiply by 1000 ." Means "1000 multiplied by the difference of 75000 and 14000".

Step: 2

So numerically we express the given statement as: 1000 × (75000 - 14000)

Correct Answer is : 1000 × (75000 - 14000)

Step: 1

9 × (15431 + 421) is read as ″9 multiplied by the sum of 15431 and 421″

Step: 2

In words, ″9 multiplied by the sum of 15431 and 421″ can also be expressed as ″9 times as large as (15431 + 421)″.

Correct Answer is : 9 times as large as (15431 + 421)

Step: 1

3 × (17451 + 542) is read as "3 multiplied by the sum of 17451 and 542"

Step: 2

In words, "3 multiplied by the sum of 17451 and 542" can also be expressed as "3 times as large as (17451 + 542)".

Correct Answer is : 3 times as large as (17451 + 542)

Step: 1

20 × (64215 + 253) is read as "20 multiplied by the sum of 64215 and 253".

Step: 2

In words, "20 multiplied by the sum of 64215 and 253" can also be expressed as "20 times as large as (64215 + 253)".

Correct Answer is : 20 times as large as (64215 + 253)

Step: 1

"Add 12568 and 142, then Multiply by 33" means "33 multiplied by the sum of 12568 and 142".

Step: 2

So numerically we express the given statement as: 33 × (12568 + 142).

Correct Answer is : 33 × (12568 + 142)

Step: 1

"Subtract 212 from 1500, then Multiply by 15" means "15 multiplied by the difference of 1500 and 212".

Step: 2

So, numerically we express the given statement as: 15 × (1500 - 212).

Correct Answer is : 15 × (1500 - 212)

Step: 1

"Add 23145 and 450, then Multiply by 5." means "5 multiplied by the sum of 23145 and 450".

Step: 2

Numerically we express the given statement as: 5 × (23145 + 450).

Step: 3

So the missing part is 23145 + 450.

Correct Answer is : 23145 + 450

Step: 1

"Add 46827 and 159, then Multiply by 9" means "9 multiplied by the sum of 46827 and 159".

Step: 2

Numerically we express the given statement as: 9 × (46827 + 159).

Step: 3

So the missing part is 9.

Correct Answer is : 9

Step: 1

"Add 22236 and 757, then Multiply by 3" means "3 multiplied by the sum of 22236 and 757".

Step: 2

Numerically we express the given statement as: 3× (22236 + 757).

Step: 3

So the missing part is 3 and hence 3 is the correct choice.

Correct Answer is : 3

Step: 1

"Add 25874 and 651, then Multiply by 19" means "19 multiplied by the sum of 25874 and 651".

Step: 2

Numerically we express the given statement as: 19 × (25874 + 651).

Step: 3

So the missing part is 25874 + 651.

Correct Answer is : 25874 + 651

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