Question

Kira had 3/5 acres land she planted 3/7 of it with corn. How many acres did she plant with corn?

Answer 1

Kira planted 9/35 acres of land with corn.

Step-by-step explanation:

To find out how many acres Kira planted with corn, we need to multiply the total land she had by the fraction of land she planted with corn. Kira had 3/5 acres of land, and she planted 3/7 of it with corn.

To find the answer, we can multiply these fractions: (3/5) x (3/7) = 9/35 acres. Therefore, Kira planted 9/35 acres of land with corn.

Answer 2

To calculate the area Kira planted with corn, multiply 3/5 by 3/7, which equals 9/35 acres.

Step-by-step explanation:

Kira's corn planting area can be calculated by multiplying the fraction of her land planted with corn, 3/7, by the total land she owns, which is 3/5 acres. To compute this, you multiply the numerators (3 × 3) to get 9, and the denominators (5 × 7) to get 35. Therefore, Kira planted 9/35 acres of her land with corn. This fraction represents the proportion of her total land dedicated to corn cultivation. The multiplication process allows us to determine the specific area allocated for corn in relation to her total land, yielding a fraction that signifies the fraction of the total area occupied by corn cultivation.