Well the formula for finding the volume of rectangular prisms, is length x width x height, so any 3 numbers multiplied by each other that equal 64 could be the measurements. For example, a length of 2 units, height of 2 units and a width of 16 units has a volume of 64 so that could be your answer.
Hello!
a) 6 pounds
$9 is three times the cost we are given. Therefore, we multiply our original two pounds by three, giving us 6.
b) You would not be able to
There are 16 ounces in a pound. If each one weighs 5 ounces, it would be 5/16 of a pound. This would be 5/16 of $1.5, which is about 0.47. If we multiply this by 24 oranges, we get a cost 11.28, which is more than $9.
I hope this helps!
Answer:
C
Step-by-step explanation:
they r located at the same spot & side of the intersecting line on both parallel lines
As you don't have three sides to compare but one, you cannot use SSS or SAS, eliminating A and D. As you have two angles separated by a side, this creates an ASA scenario, making your answer B.
Answer:
11cm
Step-by-step explanation:
Hi, I can help.
Now to find this it is just simple subtraction but you need to know what to look for.
Let us first imagine that the top rectangle sticking out doesn't exist. Lets focus on the bottom rectangle who has the dimensions of 6 and 18cm. We need to find the ? on the top of the rectangle.
Now lets add the top rectangle. Something important to remember is that the 5cm top lines up with the ? even though it is above it.
Also, the top and bottom of a rectangle is always to going to match up / be equal.
So the 5cm + ? is going to be equal to 16cm.
So how can we use this info to find the answer? We can actually look at the 16cm and 5cm. Since the 16cm and the 5 + ? are equal we can take the 16cm at the bottom and actually take away 5cm away from it to find the ?.
So :
16cm - 5cm = 11cm
So literally that is it.
11cm is your ?
I feel like I didn't do a great job explaining this so if you have any questions AT ALL please comment or message me and I will help you anywhere its needed. :)