Search

Math Comic Strip

Create a Storyboard
Copy this Storyboard CREATE A STORYBOARD!
Create your own at Storyboard That

So I got a lamp, but I'm not sure it will fit through the door.

HAPPY MOVE IN DAY BESTIE!!!!!

Let's see. The door has one angle of 74 with a side that is 8 inches and another side that is 3 inches

If we use the law of cosines we should be able to figure it out!

74

8

3



We have the TU flag that every student gets when they are accepted!

I wander how big the area is between each point when the sides are 22 inches, 24 inches, and 14 inches

24

22

14

TULSA

TULSA



YAY! Our decorations look so good

TULSA



And with everything else in here, it finally feels like home!

Thank you for helping us move in!

We really appreciate your help!

To find the cosine ratio:

c^2= 3^2+8^2-2(3)(8)cos(74)= 7.7 feet

Heron's formula helps us find the area. The formula is: S= 1/2(a+b+c) and the next step is A=√s(s-a)(s-b)(s-c). The area is 30.7 in. squared
Create your own at Storyboard That

So I got a lamp, but I'm not sure it will fit through the door.

HAPPY MOVE IN DAY BESTIE!!!!!

Let's see. The door has one angle of 74 with a side that is 8 inches and another side that is 3 inches

If we use the law of cosines we should be able to figure it out!

74

8

3



We have the TU flag that every student gets when they are accepted!

I wander how big the area is between each point when the sides are 22 inches, 24 inches, and 14 inches

24

22

14

TULSA

TULSA



YAY! Our decorations look so good

TULSA



And with everything else in here, it finally feels like home!

Thank you for helping us move in!

We really appreciate your help!

To find the cosine ratio:

c^2= 3^2+8^2-2(3)(8)cos(74)= 7.7 feet

Heron's formula helps us find the area. The formula is: S= 1/2(a+b+c) and the next step is A=√s(s-a)(s-b)(s-c). The area is 30.7 in. squared
Create your own at Storyboard That

So I got a lamp, but I'm not sure it will fit through the door.

HAPPY MOVE IN DAY BESTIE!!!!!

Let's see. The door has one angle of 74 with a side that is 8 inches and another side that is 3 inches

If we use the law of cosines we should be able to figure it out!

74

8

3



We have the TU flag that every student gets when they are accepted!

I wander how big the area is between each point when the sides are 22 inches, 24 inches, and 14 inches

24

22

14

TULSA

TULSA



YAY! Our decorations look so good

TULSA



And with everything else in here, it finally feels like home!

Thank you for helping us move in!

We really appreciate your help!

To find the cosine ratio:

c^2= 3^2+8^2-2(3)(8)cos(74)= 7.7 feet

Heron's formula helps us find the area. The formula is: S= 1/2(a+b+c) and the next step is A=√s(s-a)(s-b)(s-c). The area is 30.7 in. squared
Create your own at Storyboard That

So I got a lamp, but I'm not sure it will fit through the door.

HAPPY MOVE IN DAY BESTIE!!!!!

Let's see. The door has one angle of 74 with a side that is 8 inches and another side that is 3 inches

If we use the law of cosines we should be able to figure it out!

74

8

3



We have the TU flag that every student gets when they are accepted!

I wander how big the area is between each point when the sides are 22 inches, 24 inches, and 14 inches

24

22

14

TULSA

TULSA



YAY! Our decorations look so good

TULSA



And with everything else in here, it finally feels like home!

Thank you for helping us move in!

We really appreciate your help!

To find the cosine ratio:

c^2= 3^2+8^2-2(3)(8)cos(74)= 7.7 feet

Heron's formula helps us find the area. The formula is: S= 1/2(a+b+c) and the next step is A=√s(s-a)(s-b)(s-c). The area is 30.7 in. squared
Create your own at Storyboard That

So I got a lamp, but I'm not sure it will fit through the door.

HAPPY MOVE IN DAY BESTIE!!!!!

Let's see. The door has one angle of 74 with a side that is 8 inches and another side that is 3 inches

If we use the law of cosines we should be able to figure it out!

74

8

3



We have the TU flag that every student gets when they are accepted!

I wander how big the area is between each point when the sides are 22 inches, 24 inches, and 14 inches

24

22

14

TULSA

TULSA



YAY! Our decorations look so good

TULSA



And with everything else in here, it finally feels like home!

Thank you for helping us move in!

We really appreciate your help!

To find the cosine ratio:

c^2= 3^2+8^2-2(3)(8)cos(74)= 7.7 feet

Heron's formula helps us find the area. The formula is: S= 1/2(a+b+c) and the next step is A=√s(s-a)(s-b)(s-c). The area is 30.7 in. squared
Create your own at Storyboard That

So I got a lamp, but I'm not sure it will fit through the door.

HAPPY MOVE IN DAY BESTIE!!!!!

Let's see. The door has one angle of 74 with a side that is 8 inches and another side that is 3 inches

If we use the law of cosines we should be able to figure it out!

74

8

3



We have the TU flag that every student gets when they are accepted!

I wander how big the area is between each point when the sides are 22 inches, 24 inches, and 14 inches

24

22

14

TULSA

TULSA



YAY! Our decorations look so good

TULSA



And with everything else in here, it finally feels like home!

Thank you for helping us move in!

We really appreciate your help!

To find the cosine ratio:

c^2= 3^2+8^2-2(3)(8)cos(74)= 7.7 feet

Heron's formula helps us find the area. The formula is: S= 1/2(a+b+c) and the next step is A=√s(s-a)(s-b)(s-c). The area is 30.7 in. squared
Create your own at Storyboard That

So I got a lamp, but I'm not sure it will fit through the door.

HAPPY MOVE IN DAY BESTIE!!!!!

Let's see. The door has one angle of 74 with a side that is 8 inches and another side that is 3 inches

If we use the law of cosines we should be able to figure it out!

74

8

3



We have the TU flag that every student gets when they are accepted!

I wander how big the area is between each point when the sides are 22 inches, 24 inches, and 14 inches

24

22

14

TULSA

TULSA



YAY! Our decorations look so good

TULSA



And with everything else in here, it finally feels like home!

Thank you for helping us move in!

We really appreciate your help!

To find the cosine ratio:

c^2= 3^2+8^2-2(3)(8)cos(74)= 7.7 feet

Heron's formula helps us find the area. The formula is: S= 1/2(a+b+c) and the next step is A=√s(s-a)(s-b)(s-c). The area is 30.7 in. squared
Create your own at Storyboard That

So I got a lamp, but I'm not sure it will fit through the door.

HAPPY MOVE IN DAY BESTIE!!!!!

Let's see. The door has one angle of 74 with a side that is 8 inches and another side that is 3 inches

If we use the law of cosines we should be able to figure it out!

74

8

3



We have the TU flag that every student gets when they are accepted!

I wander how big the area is between each point when the sides are 22 inches, 24 inches, and 14 inches

24

22

14

TULSA

TULSA



YAY! Our decorations look so good

TULSA



And with everything else in here, it finally feels like home!

Thank you for helping us move in!

We really appreciate your help!

To find the cosine ratio:

c^2= 3^2+8^2-2(3)(8)cos(74)= 7.7 feet

Heron's formula helps us find the area. The formula is: S= 1/2(a+b+c) and the next step is A=√s(s-a)(s-b)(s-c). The area is 30.7 in. squared
View as slideshow
CREATE A STORYBOARD! Copy
Storyboard That Characters Storyboard That

Create your own Storyboard

Try it for Free!

Create Your Own Storyboard!

Try It For Free!

Create your own Storyboard

Try it for Free!

Storyboard Text

  • HAPPY MOVE IN DAY BESTIE!!!!!
  • So I got a lamp, but I'm not sure it will fit through the door.
  • 
  • Let's see. The door has one angle of 74 with a side that is 8 inches and another side that is 3 inches
  • To find the cosine ratio: c^2= 3^2+8^2-2(3)(8)cos(74)= 7.7 feet
  • 8
  • 74
  • 3
  • If we use the law of cosines we should be able to figure it out!
  • 14
  • Heron's formula helps us find the area. The formula is: S= 1/2(a+b+c) and the next step is A=√s(s-a)(s-b)(s-c). The area is 30.7 in. squared
  • We have the TU flag that every student gets when they are accepted!
  • TULSA
  • 22
  • 24
  • I wander how big the area is between each point when the sides are 22 inches, 24 inches, and 14 inches
  • YAY! Our decorations look so good
  • TULSA
  • 
  • And with everything else in here, it finally feels like home!
  • TULSA
  • 
  • Thank you for helping us move in!
  • We really appreciate your help!
Over 30 Million Storyboards Created
No Downloads, No Credit Card, and No Login Needed to Try!
CREATE MY FIRST STORYBOARD
Storyboard That Family

We use cookies so you get the best experience, Privacy Policy

Got it!