About one in every 100 people in Gaza has been killed since the war between Israel and Hamas erupted on October 7, according to Palestinian statistics.
That’s exactly how percentages work. The pre-war population of Gaza was 2.3 million. If Israel kills 23,000 Gazans in three months, then that’s 1% of the population.
If Israel kills another 23,000 Gazans in the next three months, that’s another 1% of the pre-war population, and Gaza’s population will now be 98% of the pre-war total. And so on.
If you’re trying to say that percentages can only be calculated in the context of compound rates, then you’re flat-out wrong.
If you kill 5% of the population every year from 1933 to 1945, how much of the initial population >you end up killing?
This is the simple math problem you stated and the answer is 46%, not 60%. Nobody does the calculation the way you do. Or you think that a simple math problem has two contradictory answers? Show me a single example that someone does the calculation the way you do to answer such a problem, you have the whole internet. I accept my error if you find it.
Germany killed 60% of European Jews between 1933 and 1945, which is 5% per year or 1.25% every three months.
Israel has killed 1% of Gaza’s population in three months, and if they maintain current pace will be at 4% per year.
So they’re 80% as efficient if they sustain the current rate. Not a huge discrepancy.
That’s not how percentages work.
That’s exactly how percentages work. The pre-war population of Gaza was 2.3 million. If Israel kills 23,000 Gazans in three months, then that’s 1% of the population.
If Israel kills another 23,000 Gazans in the next three months, that’s another 1% of the pre-war population, and Gaza’s population will now be 98% of the pre-war total. And so on.
If you’re trying to say that percentages can only be calculated in the context of compound rates, then you’re flat-out wrong.
This is the simple math problem you stated and the answer is 46%, not 60%. Nobody does the calculation the way you do. Or you think that a simple math problem has two contradictory answers? Show me a single example that someone does the calculation the way you do to answer such a problem, you have the whole internet. I accept my error if you find it.