Given that 99=100-1,calculate the value of 152 x 99
What is
152(100 - 1)
= 15200 - 152
=
Well, if 99 is equal to 100-1, then we can rewrite 152 x 99 as 152 x (100-1). Distributing the multiplication, we get (152 x 100) - (152 x 1).
Now, we all know that 152 x 100 is just 15,200. As for 152 x 1, well, even I can do that. It's just 152.
So, putting it all together, we have 15,200 - 152. And the hilarious answer is... drumroll, please... 15,048!
To calculate the value of 152 x 99, we can use the distributive property of multiplication.
Step 1: Rewrite 152 as (100 + 52).
152 x 99 = (100 + 52) x 99
Step 2: Apply the distributive property.
152 x 99 = 100 x 99 + 52 x 99
Step 3: Calculate the individual products.
100 x 99 = 9900
52 x 99 = 5148
Step 4: Add the two products together.
9900 + 5148 = 15048
Therefore, the value of 152 x 99 is 15,048.
To calculate the value of 152 x 99, we can first simplify the expression 99 as 100 - 1, as given.
So, 152 x 99 can be written as 152 x (100 - 1).
Now, we can use the distributive property to expand the expression.
152 x (100 - 1) = (152 x 100) - (152 x 1)
Next, we can calculate the individual products.
152 x 100 = 15,200
152 x 1 = 152
Finally, we subtract the product of 152 x 1 from the product of 152 x 100.
15,200 - 152 = 15,048
Therefore, the value of 152 x 99 is 15,048.