32 is closer to_ than it is to_.
2 answers:
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<span>You can apply a rule of three.
If you travel a distance of 45 miles in one hour (equivalent to 60 minutes), then how many minutes (x) will it take 1 mile?
45 miles → 60 min
1 mile → x
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<span>
Simplifying the fraction, dividing the numerator and denominator by 15
x=(60/15)/(45/15) min→x=4/3 min =1.333333333 min
approximately 1.33 min
Answer: It will take 4/3 min or 1.33 min to travel 1 mile</span>
If you travel a distance of 45 miles in one hour (equivalent to 60 minutes), then how many minutes (x) will it take 1 mile?
45 miles → 60 min
1 mile → x
</span>
Simplifying the fraction, dividing the numerator and denominator by 15
x=(60/15)/(45/15) min→x=4/3 min =1.333333333 min
approximately 1.33 min
Answer: It will take 4/3 min or 1.33 min to travel 1 mile</span>