To solve each of these inequalities, we need to compute the expressions on both sides of the inequality and determine if the statement is true or false.
1) 136 * 47 > (13/6) * (4/7)
136 * 47 = 6392
(13/6) * (4/7) = 104/63
Since 6392 is greater than 104/63, the statement is true.
2) 110 * 52 < (1/10) * (5/2)
110 * 52 = 5720
(1/10) * (5/2) = 1/4
Since 5720 is not less than 1/4, the statement is false.
3) 1113 * 18 < (11/13) * (1/8)
1113 * 18 = 20034
(11/13) * (1/8) = 11/104
Since 20034 is greater than 11/104, the statement is false.
4) 47 * 103 < (4/7) * (10/3)
47 * 103 = 4841
(4/7) * (10/3) = 40/21
Since 4841 is not less than 40/21, the statement is false.
Therefore, the only true statement is 136 * 47 > (13/6) * (4/7).
Use computation to determine which of the following statements is true.(1 point) Responses 136⋅47>136 Start Fraction 13 over 6 End Fraction times Start Fraction 4 over 7 End Fraction greater than Start Fraction 13 over 6 End Fraction 110⋅52<110 Start Fraction 1 over 10 End Fraction times Start Fraction 5 over 2 End Fraction less than Start Fraction 1 over 10 End Fraction 1113⋅18<1113 Start Fraction 11 over 13 End Fraction times Start Fraction 1 over 8 End Fraction less than Start Fraction 11 over 13 End Fraction 47⋅103<47 Start Fraction 4 over 7 End Fraction times Start Fraction 10 over 3 End Fraction less than Start Fraction 4 over 7 End Fraction
5 answers
Using computation, which of the following statements is true?(1 point) Responses 529⋅78>529 5 Start Fraction 2 over 9 End Fraction times Start Fraction 7 over 8 End Fraction greater than 5 Start Fraction 2 over 9 End Fraction 412⋅54<412 4 Start Fraction 1 over 2 End Fraction times Start Fraction 5 over 4 End Fraction less than 4 Start Fraction 1 over 2 End Fraction 174⋅32<174 Start Fraction 17 over 4 End Fraction times Start Fraction 3 over 2 End Fraction less than Start Fraction 17 over 4 End Fraction 358⋅94>358
To determine which of the statements is true, we need to compute the expressions on both sides of the inequality.
1) 529 * 78 > (5/2) * (7/8)
529 * 78 = 41262
(5/2) * (7/8) = 35/8
Since 41262 is greater than 35/8, the statement is true.
2) 412 * 54 < (4/1) * (5/4)
412 * 54 = 22248
(4/1) * (5/4) = 5
Since 22248 is not less than 5, the statement is false.
3) 174 * 32 < (17/4) * (3/2)
174 * 32 = 5568
(17/4) * (3/2) = 51/4
Since 5568 is not less than 51/4, the statement is false.
4) 358 * 94 > 358
358 * 94 = 33652
Since 33652 is greater than 358, the statement is true.
Therefore, the true statements are:
529 * 78 > (5/2) * (7/8)
358 * 94 > 358
1) 529 * 78 > (5/2) * (7/8)
529 * 78 = 41262
(5/2) * (7/8) = 35/8
Since 41262 is greater than 35/8, the statement is true.
2) 412 * 54 < (4/1) * (5/4)
412 * 54 = 22248
(4/1) * (5/4) = 5
Since 22248 is not less than 5, the statement is false.
3) 174 * 32 < (17/4) * (3/2)
174 * 32 = 5568
(17/4) * (3/2) = 51/4
Since 5568 is not less than 51/4, the statement is false.
4) 358 * 94 > 358
358 * 94 = 33652
Since 33652 is greater than 358, the statement is true.
Therefore, the true statements are:
529 * 78 > (5/2) * (7/8)
358 * 94 > 358
Which of the following statements is true?(1 point) Responses 138⋅47>138 Start Fraction 13 over 8 End Fraction times Start Fraction 4 over 7 End Fraction greater than Start Fraction 13 over 8 End Fraction 52⋅76<52 Start Fraction 5 over 2 End Fraction times Start Fraction 7 over 6 End Fraction less than Start Fraction 5 over 2 End Fraction 52⋅76>52 Start Fraction 5 over 2 End Fraction times Start Fraction 7 over 6 End Fraction greater than Start Fraction 5 over 2 End Fraction 56⋅34>56
To determine which of the statements is true, we need to compute the expressions on both sides of the inequality.
1) 138 * 47 > (13/8) * (4/7)
138 * 47 = 6486
(13/8) * (4/7) = 13/14
6486 is not greater than 13/14, so the statement is false.
2) 52 * 76 < (5/2) * (7/6)
52 * 76 = 3952
(5/2) * (7/6) = 35/6
3952 is not less than 35/6, so the statement is false.
3) 52 * 76 > (5/2) * (7/6)
52 * 76 = 3952
(5/2) * (7/6) = 35/6
3952 is greater than 35/6, so the statement is true.
4) 56 * 34 > 56
56 * 34 = 1904
Since 1904 is greater than 56, the statement is true.
Therefore, the true statements are:
52 * 76 > (5/2) * (7/6)
56 * 34 > 56
1) 138 * 47 > (13/8) * (4/7)
138 * 47 = 6486
(13/8) * (4/7) = 13/14
6486 is not greater than 13/14, so the statement is false.
2) 52 * 76 < (5/2) * (7/6)
52 * 76 = 3952
(5/2) * (7/6) = 35/6
3952 is not less than 35/6, so the statement is false.
3) 52 * 76 > (5/2) * (7/6)
52 * 76 = 3952
(5/2) * (7/6) = 35/6
3952 is greater than 35/6, so the statement is true.
4) 56 * 34 > 56
56 * 34 = 1904
Since 1904 is greater than 56, the statement is true.
Therefore, the true statements are:
52 * 76 > (5/2) * (7/6)
56 * 34 > 56