a. 5.13 < 5.31
b. 7.3 = 7.03
c. 12.01 = 12.1
d. 11.12 < 11.21
e. 9.21 > 9.12
f. 55.03 = 55.3
g. 74.5 = 74.05
h. 65.01 = 65.1
i. 78.03 = 78.3
j. 68.21 > 68.12
k. 4.05 = 4.5
l. 6.001 < 6.01
m. 2.901 > 2.19
n. 13.201 > 13.12
o. 19.006 = 19.6
p. 29.009 ? 29.9
q. 54.001 > 541
r. 24.1 ? 24.001
s. 47.02 ? 47.002
t. 55.21 < 55.102
u. 19.21 < 19.102
v. 52.03 ? 52.003
Answer (2)
To solve the problem, we need to compare pairs of decimal numbers based on their given relationships (<, >, =, ?). Let's address each statement:
a. 5.13 < 5.31 : This is true because 5.13 is less than 5.31.
b. 7.3 = 7.03 : This is false because 7.3 is greater than 7.03.
c. 12.01 = 12.1 : This is false because 12.01 is less than 12.1.
d. 11.12 < 11.21 : This is true because 11.12 is less than 11.21.
e. 9.12"> 9.21 > 9.12 : This is true because 9.21 is greater than 9.12.
f. 55.03 = 55.3 : This is false because 55.03 is less than 55.3.
g. 74.5 = 74.05 : This is false because 74.5 is greater than 74.05.
h. 65.01 = 65.1 : This is false because 65.01 is less than 65.1.
i. 78.03 = 78.3 : This is false because 78.03 is less than 78.3.
j. 68.12"> 68.21 > 68.12 : This is true because 68.21 is greater than 68.12.
k. 4.05 = 4.5 : This is false because 4.05 is less than 4.5.
l. 6.001 < 6.01 : This is true because 6.001 is less than 6.01.
m. 2.19"> 2.901 > 2.19 : This is true because 2.901 is greater than 2.19.
n. 13.12"> 13.201 > 13.12 : This is true because 13.201 is greater than 13.12.
Given statements for p, r, s, t, u, and v cannot be evaluated accurately with the question marks. Typically, the numbers involved in these comparisons would need to be analyzed carefully, but without additional information (whether they should be considered less than, greater than, or equal to), we can't complete these comparisons. These challenges in comparing should remind us to always ensure each number is correctly aligned based on place value before concluding.
If you have further questions or need additional help, feel free to ask!
Most of the comparisons of decimal numbers are correct, with some examples being false due to their values when considered in place value. Careful analysis of each number is essential since even minor discrepancies can change the comparison outcome. The question marks require specific relational guidance, but general comparisons can be drawn from the context.
;
