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Hello, I want to see if someone might be able to

Tags: but I don't know the "trick"., but I'm uncertain how to work with (2^29 + 2^29) mathematically so that it equals 2^30. I know it mu, ello, I want to see if someone might be able to assist with a question. I'm asked to determine which of tw, or if they are equal: 2^30 -or- (2^29 + 2^29) I'm even told that they are equal

01:35 Uhr, 30.11.2021

hello, I want to see if someone might be able to assist with a question.
I'm asked to determine which of two quantities is larger, or if they are equal:
${2}^{30}$ -or- $\left({2}^{29}+{2}^{29}\right)$

I'm even told that they are equal, but I'm uncertain how to work with $\left({2}^{29}+{2}^{29}\right)$ mathematically so that it equals ${2}^{30}$.
I know it must be simple, but I don't know the "trick".

01:39 Uhr, 30.11.2021

${2}^{29}+{2}^{29}=2\cdot {2}^{29}={2}^{29+1}={2}^{30}$
or
${2}^{30}={2}^{29+1}={2}^{29}\cdot 2={2}^{29}+{2}^{29}$

05:29 Uhr, 30.11.2021

${2}^{29}+{2}^{29}=1\cdot {2}^{29}+1\cdot {2}^{29}={2}^{29}\cdot \left(1+1\right)={2}^{29}\cdot 2={2}^{29+1}={2}^{30}$

20:04 Uhr, 30.11.2021

The trick is to finish one thread before
making up the next one.
But maybe RASTA-Superstar from USA does not need this...

01:27 Uhr, 01.12.2021

$>$ But maybe RASTA-Superstar from USA does not need this...
Du willst es wohl doch nicht allen Ernstes RASTA anlasten, dass du und Atalantik meinen Link auf die Fortsetzung und Lösung der Frage in diesem Thread
www.onlinemathe.de/forum/Ersetzen-Sie-das-Symbol-
ignoriert haben, oder?
Diese Frage wurde automatisch geschlossen, da der Fragesteller kein Interesse mehr an der Frage gezeigt hat.