By accessing our 180 Days of Math for Sixth Grade Answers Key Day 43 regularly, students can get better problem-solving skills.
180 Days of Math for Sixth Grade Answers Key Day 43
Directions Solve each problem.
Question 1.
79 + 4 = ___
Answer:
79+4 = 83.
Explanation:
By adding 79 and 4 we will get 79+4 = 83.
Question 2.
10 × 13 = ______
Answer:
10 × 13 = 130.
Explanation:
By multiplying 10 and 13 we will get 10 × 13= 130.
Question 3.
Answer:
40÷10= 4.
Explanation:
By dividing 40 by 10 we will get 40÷10= 4.
Question 4.
Round 2,449 to the nearest hundred.
_______________________
Answer:
3,000.
Explanation:
By rounding 2,499 to the nearest hundred we will get 3,000.
Question 5.
\(\frac{4}{5}\) of 30 is ___.
Answer:
\(\frac{4}{5}\) of 30 is 24.
Explanation:
Given \(\frac{4}{5}\) of 30 which is
\(\frac{4}{5}\) × 30
= 4 × 6
= 24.
Question 6.
Write the missing numbers in the pattern.
-5, -4, ___, _____, -1, 0
Answer:
The missing numbers are -3, -2.
Explanation:
The missing numbers in the pattern are -3, -2, as the pattern follows countback off -1 to the numbers. So the complete pattern is -5, -4, -3, -2, -1, 0.
Question 7.
% of 90 is 45.
Answer:
50% of 90 is 45.
Explanation:
Let the missing digit be X, so the expression will be X% of 90 is 45
latex]\frac{X}{100}[/latex] × 90 = 45
latex]\frac{9X}{10}[/latex] = 45
9X = 45×10
X = latex]\frac{45×10}{9}[/latex]
= 50.
Question 8.
127 56 = 183
Answer:
127+56= 183.
Explanation:
By adding 127 and 56 we will get 127+56 = 183.
Question 9.
How many millimeters are in 4.2 centimeters?
_______________________
Answer:
42 mm.
Explanation:
As 1 cm is 10 mm, so 4.2 cm is
4.2 cm = 4.2×10
= 42 mm.
Question 10.
Name the solid figure.
________________
Answer:
Hexagonal prism.
Explanation:
The above solid figure is a Hexagonal prism.
Question 11.
Steve, Mark, Melissa, Joe, and Mary are in a group. They randomly line up at the door. What is the probability that the name of the first person in line begins with L?
_______________________
Answer:
Given,
Steve, Mark, Melissa, Joe, and Mary are in a group. They randomly line up at the door.
Total = 5
None of their names start their names with the letter L.
So, the probability that the name of the first person in line begins with L is 0/5.
Question 12.
Jan doubled her starting number, added 5, subtracted 7, divided by 3, then squared the result, If her final answer was 36, what was her starting number?
________________
Answer:
The starting number is 8.
Explanation:
Given Jan doubled her starting number, the number be 2X. And added 5 to that number, so the number be 2X+5 and subtracted 7 then 2X+5-7 which is 2X+2 then divided by 3 which is (2X+2)÷3 and then squared the result [(2X+2)÷3]^2. So the final answer was 36,
[(2X+2)÷3]^2 = 36,
(2X+2)÷3 = 6,
(2X+2) = 6×3
(2X+2) = 18,
2X = 18-2
2X = 16,
X = latex]\frac{16}{2}[/latex]
= 8.