Lukas Eats 1,500 pounds of food in a year. he wants to keep his added sugars down to 9% of his total intake. Find the number of pounds of added sugar he could eat in a year at that rate.
A. 167 lb
B. 135 lb
C. 600 lb
D. 24 lb
To find the number of pounds of added sugar he could eat in a year, we need to determine 9% of his total food intake.
9% of 1,500 pounds = (9/100) * 1,500 pounds = 0.09 * 1,500 pounds = 135 pounds.
Therefore, Lukas could eat 135 pounds of added sugar in a year.
The answer is B. 135 lb.
To find the number of pounds of added sugar Lukas can eat in a year, we need to calculate 9% of his total food intake.
First, we need to find 9% of 1,500 pounds.
9% of 1,500 pounds = (9/100) x 1,500 pounds
9% of 1,500 pounds = 0.09 x 1,500 pounds
9% of 1,500 pounds = 135 pounds
Therefore, Lukas could eat 135 pounds of added sugar in a year.
So, the correct answer is option B) 135 lb.
To find the number of pounds of added sugar Lukas could eat in a year, we need to determine 9% of his total food intake.
Step 1: Calculate 9% of 1,500 pounds.
To calculate 9% of a value, multiply the value by 9 and divide the result by 100.
9% of 1,500 = (9/100) * 1,500 = 135
Therefore, Lukas could eat 135 pounds of added sugar in a year.
Therefore, the correct answer is B. 135 lb.