Respuesta :
Answer:
84574
Explanation:
Product means "multiplication"
Therefore, we will multiply 98 and 863 to get their product
98 can be expanded as follows:
98 = 90 + 8
Therefore:
863 * 98 can be rewritten as follows:
863*(90+8)
Using distributive property, we will get:
863 * 98
= 863*(90+8)
= 863(90) + 863(8) .............> equation I
Now, we will compute each of the above terms separately:
1- Computing 863*8:
863 * 8 = 6904 ......> II
2- Computing 863*90:
863 * 90 = 863 * 9 * 10
We will compute 863 * 9 first and them multiply their product by 10:
863 * 9 = 7767
Now, we will multiply the product by 10:
863 * 90 = 863 * 9 * 10
= 7767 * 10
= 77670 ...........> III
Substitute with II and III in equation I to get the final product as follows:
863(90) + 863(8)
= 77670 + 6904
= 84574 ............> This is the final result
Hope this helps :)
84574
Explanation:
Product means "multiplication"
Therefore, we will multiply 98 and 863 to get their product
98 can be expanded as follows:
98 = 90 + 8
Therefore:
863 * 98 can be rewritten as follows:
863*(90+8)
Using distributive property, we will get:
863 * 98
= 863*(90+8)
= 863(90) + 863(8) .............> equation I
Now, we will compute each of the above terms separately:
1- Computing 863*8:
863 * 8 = 6904 ......> II
2- Computing 863*90:
863 * 90 = 863 * 9 * 10
We will compute 863 * 9 first and them multiply their product by 10:
863 * 9 = 7767
Now, we will multiply the product by 10:
863 * 90 = 863 * 9 * 10
= 7767 * 10
= 77670 ...........> III
Substitute with II and III in equation I to get the final product as follows:
863(90) + 863(8)
= 77670 + 6904
= 84574 ............> This is the final result
Hope this helps :)
Answer:
98 × 863 = 84574.
Step-by-step explanation:
Given : 98 and 863.
To find : Product.
Solution : We have given 98 and 863.
We need to find the product
98 × 863
We can write 98 as (100 - 2)
(100 - 2) × 863
Using distributive property (a +b ) *c = a *c + b *c
100 × 863 - 2× 863.
86300 - 1726
We get 84574
Therefore, 98 × 863 = 84574.