Helen earns $11.50 per hour as a barista and $40 per hour as a tutor. What is the ratio of Helen's hourly earning as a barista to her hourly earning as a tutor?

Question

Helen earns  $11.50 per hour as a barista and  $40 per hour as a tutor. What is the ratio of Helen's hourly earning as a barista to her hourly earning as a tutor?

Bytelearn · Accepted Answer

Calculate Ratios: To find the ratio of Helen's hourly earnings as a barista to her hourly earnings as a tutor, we need to divide her hourly wage as a barista by her hourly wage as a tutor. Calculation: $11.50 (barista hourly wage) / $40.00 (tutor hourly wage)Perform Division: Perform the division to find the ratio. Calculation: 11.50 / 40 = 0.2875Simplify Fraction: To express the ratio in simplest form, we can round the decimal to a fraction. The decimal 0.2875 is equivalent to the fraction 2875/10000. This fraction can be simplified. Calculation: Simplify 2875/10000 by dividing both numerator and denominator by the greatest common divisor, which is 2875 in this case.Final Result: After simplifying, we find that the greatest common divisor of 2875 and 10000 is 2875, so we divide both the numerator and the denominator by 2875. Calculation: 2875 ÷ 2875 / 10000 ÷ 2875 = 1/4

Helen earns $\$11.50$ per hour as a barista and $\$40$ per hour as a tutor. What is the ratio of Helen's hourly earning as a barista to her hourly earning as a tutor?

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Helen earns $11.50\$11.50$11.50 per hour as a barista and $40\$40$40 per hour as a tutor. What is the ratio of Helen's hourly earning as a barista to her hourly earning as a tutor?

Helen earns $\$11.50$ per hour as a barista and $\$40$ per hour as a tutor. What is the ratio of Helen's hourly earning as a barista to her hourly earning as a tutor?