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Welcome to Bytelearn!
Let’s check out your problem:
Choose a
2
2
2
digit number to add to
34
34
34
so that you make a new
10
10
10
.
View step-by-step help
Home
Math Problems
Grade 8
Cube roots of positive and negative perfect cubes
Full solution
Q.
Choose a
2
2
2
digit number to add to
34
34
34
so that you make a new
10
10
10
.
Identify Goal:
Identify the goal: We need a sum that ends in
0
0
0
when added to
34
34
34
.
Calculate Units Digit:
Calculate the units digit of
34
34
34
, which is
4
4
4
. To make a number ending in
0
0
0
, we need to add a number ending in
6
6
6
.
Choose Two-Digit Number:
Choose a two-digit number ending in
6
6
6
. Let's pick
66
66
66
.
Add Numbers:
Add
34
34
34
and
66
66
66
to check if it makes a new
10
10
10
.
\newline
34
+
66
=
100
34 + 66 = 100
34
+
66
=
100
, which ends in
0
0
0
.
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Question
Which two integers is
−
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-\sqrt{48}
−
48
between?
\newline
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\newline
[
A
]
−
6
and
−
5
[A]-6 \text{ and } -5
[
A
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−
6
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[
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5
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6
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[
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[
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−
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[
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−
7
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−
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[
D
]
6
and
7
[D]6 \text{ and } 7
[
D
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6
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Question
What is the cube root of
−
64
-64
−
64
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Question
Which two integers is
22
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\sqrt[3]{22}
3
22
between?
\newline
Choices:
\newline
(A)
[
1
and
2
]
[1 \text{ and } 2]
[
1
and
2
]
\newline
(B)
[
15
and
16
]
[15 \text{ and } 16]
[
15
and
16
]
\newline
(C)
[
16
and
17
]
[16 \text{ and } 17]
[
16
and
17
]
\newline
(D)
[
2
and
3
]
[2 \text{ and } 3]
[
2
and
3
]
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Question
Simplify:
\newline
(
25
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_
_
(\sqrt{25})^2 = \_\_\_\_\_
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25
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Question
Look at this equation:
\newline
c
3
=
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c^3 = 27
c
3
=
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\newline
\newline
What is
c
c
c
, the cube root of
27
27
27
?
\newline
c
=
c =
c
=
____
\newline
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Question
Write the sentence as an equation.
\newline
172
172
172
is equal to the quotient of
x
x
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4
4
\newline
Type a slash (
/
/
/
) if you want to use a division sign.
\newline
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