Calculating Derivative of Sushi in 3D Space as a Function of Time

As you may know, the intricacies of sushi math have long fascinated the world's top mathematicians and sushi chefs.

But have you ever wondered what happens when you apply the fundamental theorem of calculus to a plate of sushi?

Well, wonder no more! Our team of expert sushi mathematicians have cracked the code.

Using cutting edge 3D space-time calculus, we've managed to derive the following formula:

∂/∂t (Sushi(r,t)) = 1 / (∂(Wasabi) / ∂(Rice))

Where:

• ∂/∂t (Sushi(r,t)) is the derivative of sushi with respect to time
Wasabi is the amount of wasabi sauce applied to the sushi
• Rice is the amount of rice used in the sushi

We're currently seeking funding to turn this groundbreaking research into a peer-reviewed journal article.

But for now, we're offering a limited time offer: 5% off all sushi orders for customers who use our proprietary sushi calculator!

And don't forget to check out our other projects:

• Derivative of Potatoes in 3D Space as a Function of Time
• Derivative of Burritos in 2D Space as a Function of Time