Question Video: Recognizing the Seven Times Table | Nagwa Question Video: Recognizing the Seven Times Table | Nagwa

# Question Video: Recognizing the Seven Times Table Mathematics • Third Year of Primary School

Notice how each row is 7 more than the previous one. 1 × 7 = 7, 2 × 7 = 14, 3 × 7 = 21. Find the result of the following: 5 × 7 = ＿. Find the result of the following: 7 × 7 = ＿

02:44

### Video Transcript

Notice how each row is seven more than the previous one. One times seven equals seven, two times seven equals 14, three times seven equals 21. Find the result of the following: five times seven equals what. Find the result of the following: seven times seven equals what.

This question is all about the seven times table. The first model shows one lot of seven. Then, we add seven more to show two lots of seven and seven more to show three lots of seven. As we add seven each time, the result increases by seven. One times seven is seven, two times seven equals 14, and three times seven equals 21. As we add seven, we’re counting on in sevens. One seven is seven; two sevens are 14; three sevens are 21.

We’re being asked to find the result of five times seven. So, if three times seven is 21, we just need to add seven more to find four times seven. 21 plus seven is 28. And we can add one more seven to find five times seven. What is 28 plus seven? It’s 35. Finally, we have to find the result of seven times seven. We already know that five times seven is 35. To find six times seven, we just need to add another seven. 35 plus seven is 42. And to find seven times seven, we just need to add one more seven.

We knew from the model that one times seven is seven, two times seven is 14, and three times seven is 21. We continued counting forward by seven each time to find five times seven, which is 35, and seven times seven, which is 49. When we’re multiplying by seven, we can skip count by seven to help us find the result.

## Join Nagwa Classes

Attend live sessions on Nagwa Classes to boost your learning with guidance and advice from an expert teacher!

• Interactive Sessions
• Chat & Messaging
• Realistic Exam Questions