Begin to Count

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Activity: Bunt Chapter 1, Part 1

Write the numbers from 1 to 100 (counting by fives) in hieroglyphic.

Compare and contrast the hieroglyphic counting system with our (Hindu-Arabic) system.

Perform the following operations in hieroglyphic, using the method that ancient Egyptians would have:

(a): $2371 + 185$
(b): $3914 - 1609$

Write $\frac {4}{17}$ as a sum of unique unit fractions in both Hindu-Arabic symbols and in hieroglyphic.

Solve the following using the “doubling and adding” method of multiplication. You may use Hindu-Arabic numerals if you’d like!

(a): $13 \times 33$
(b): $36 \div 5$
(c): $6 \div 17$

What is the value of the tables that ancient Egyptians often used for their calculations?

2025-01-06 15:50:46

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factorial	$\blue{[?]}!$
exp	${\blue{[?]}}^{\blue{[?]}}$
sub	${\blue{[?]}}_{\blue{[?]}}$
frac	$\dfrac{\blue{[?]}}{\blue{[?]}}$
int	$\displaystyle\int{\blue{[?]}}d\blue{[?]}$
defi	$\displaystyle\int_{\blue{[?]}}^{\blue{[?]}}\blue{[?]}d\blue{[?]}$
deriv	$\displaystyle\frac{d}{d\blue{[?]}}\blue{[?]}$
sum	$\displaystyle\sum_{\blue{[?]}}^{\blue{[?]}}\blue{[?]}$
prod	$\displaystyle\prod_{\blue{[?]}}^{\blue{[?]}}\blue{[?]}$
root	$\sqrt[\blue{[?]}]{\blue{[?]}}$
vec	$\left\langle \blue{[?]} \right\rangle$
mat	$\left(\begin{matrix} \blue{[?]} \end{matrix}\right)$
*	$\cdot$
infinity	$\infty$
arcsin	$\arcsin\left(\blue{[?]}\right)$
arccos	$\arccos\left(\blue{[?]}\right)$
arctan	$\arctan\left(\blue{[?]}\right)$
sin	$\sin\left(\blue{[?]}\right)$
cos	$\cos\left(\blue{[?]}\right)$
tan	$\tan\left(\blue{[?]}\right)$
sec	$\sec\left(\blue{[?]}\right)$
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ln	$\ln\left(\blue{[?]}\right)$
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Theta	$\Theta$
Lambda	$\Lambda$
Xi	$\Xi$
Pi	$\Pi$
Sigma	$\Sigma$
Phi	$\Phi$
Psi	$\Psi$
Omega	$\Omega$

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