The 'scale' of the map is a ratio (or a fraction).
It's (length on the map) / (distance in the real world) .
Different maps have different scales, but the scale is normally the same everywhere on the same map. So no matter where it is on the map, or ***how ***
long the distance is on the map, the ratio is always the same number on that map .
On this particular map in this question, the ratio is (3.5 inches) / (210 miles) . Any other measurement on the same map has the same ratio ... and what do you have when you have equal ratios ?? That's right ! A proportion ! !
The other measurement has the ratio (1.75 inches) / (X miles) , and THAT fraction is equal to the other one.
(1.75) / ( X ) = (3.5) / (210)
Cross-multiply in the proportion: (1.75 times 210) = (3.5 times X) .
Can you find 'X' now ?
Hint: Divide both sides of that equation by 3.5 .
3.5 210 = 1.75 x 3.5 x = 210 ∗ 1.75 3.5 x = 367.5 x = 105
The distance represented by 1.75 inches on the map is 105 miles. This was calculated using the scale established from the map's measurements, given as 3.5 inches corresponding to 210 miles. By setting up a proportion and solving for the unknown distance, we found the answer.
;
Jawaban:Penjelasan:Dua kitab yang disusun oleh Abu Hasan al-Asy'ari adalah Al-Luma dan Al-Ibanah 'an Ushul ad-Diyanah. Al-Luma:Kitab ini membahas tentang teologi Islam dan merupakan salah satu karya penting dalam mazhab Asy'ariyah. Al-Ibanah 'an Ushul ad-Diyanah:Kitab ini membahas tentang prinsip-prinsip dasar agama dan merupakan karya terakhir al-Asy'ari yang menunjukkan keputusannya untuk mengikuti Ahlus Sunnah wal Jama'ah, menurut Yusuf Abu Ubaidah as-Sidawi.