Answer: close
Step-by-step explanation: good job
A 16 can fit into 40 two times without any remainder. The division result is 2, indicating that 16 goes into 40 two whole times.
To find how many times 16 goes into 40, we perform division. The quotient represents the number of times 16 can fit completely into 40.
Step 1: Perform the division:
40 ÷ 16 = 2.5
Step 2: Interpret the result:
The quotient is 2.5, which means 16 can go into 40 two whole times, with a remainder of 0.5 (half). However, we cannot have a fraction of a time in this context, so we need to consider only the whole number part of the quotient.
Step 3: Final answer:
16 goes into 40 two whole times.
In summary, 16 can fit into 40 two times without any remainder. The division result is 2, indicating that 16 goes into 40 two whole times. This calculation involves dividing the dividend (40) by the divisor (16) to find how many times the divisor fits completely into the dividend.
To know more about remainder:
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Answer:
Explanation:
The question describes a rectangle of dimensions 4 cm × 6 cm inscribed in a circle with radius 11 cm.
You can find:
1. Area of the rectangle:
2. Area of the circle:
3. Area between the rectangle of the circle:
This is the area of the circle that does not belong to (or is outside of) the area of the rectangle.
Answer:
Step-by-step explanation:
we have
we know that
substitute
Factor 2^3
A 23/27
B 31/45
C 14/27
D 1/3