identify the type of proportion that the following problems illustrate. then solve
1. a car is able to travel 210 km in 3 hours. how far can it travel in 5 hours?
five people can finish painting a wall in 5 hours. if only 2 pe
many hours do they have to work to finish the same job
3. at 65km/h, alfred can reach home in 50 minutes. at wn
reach home in 50 minutes. at what speed should he drive
his car so that he can reach home 10 minutes earlier?
aland area was divided among the three heirs in the ratio 5: 2.4
was 20 hectares of land, what is the total area of the land?
a certain amount of money is divided among rio, kim and leo in
pney is divided among rio. kim and leo in the ratio 5: 7: 3. if
leo gets $24,000.00, how much is the total amount?
70km in 5hrs = 350km
70kph*5 km= 250 km
hope it can help:)
210/3=70 hence, 70km an hour
Multiply 210 by 5
Divide it by 3
Therefore the answer is 350km
210 km / 3 hours = 70km/hr (speed)
70km/hr x 5 hours = 350 km
The car can travel 350 km in 5 hours.
A. 210 divided by 3 is 70. 70 x 5 equals to 350. 350km
B. 2 hours. that's really easy.
ANSWER : 350 km
STEP BY STEP EXPLANATION :
210 km 3 hours
x 5 hours
3x = 5 × 210
3x = 1050
x = 1050/3
x = 350 km
Therefore , the answer is 350 km.OK
60/48 is equivalent to 20/16 because 20/16 is the reduced form of the ratio/fraction.
one can reduce a fraction or ratio in lowest terms by dividing the numerator and denominator by the greatest common factor of the two.
aside from gcf, one can check by cross multiplying or converting the fraction into a decimal. if the product or decimal are the same, then they are indeed equivalent.
60/48 = 20/16
(48)(20) = (60)(16)
960 = 960 ☑
60/48 = 20/16
1.25 = 1.25 ☑
[tex]0.054 \div 0.06 = 9[/tex]
identify the type of proportion that the following problems illustrate. the...