Question

1. Complete each statement. Given: parallelogram QUAD with E as the point of intersection of the 2 diagonals. If the answer is not exact express it in DECIMAL 1. If QD = 16 then UA = 2. If DE = 5 then UD = 3. If QU = 7.5 then AD = 4. If the measure of angle UAD = 98 then the measure of angle ADQ is 5. If UA = 2AD and UA = 15 then AD =

          1. Complete each statement.
Given: parallelogram QUAD with E as the point of intersection of the 2 diagonals. If the answer is not exact express it in DECIMAL
1. If QD = 16 then UA = 
2. If DE = 5 then UD = 
3. If QU = 7.5 then AD = 
4. If the measure of angle UAD = 98 then the measure of angle ADQ is 
5. If UA = 2AD and UA = 15 then AD =

1. Complete each statement.
Given: parallelogram QUAD with E as the point of intersection of the 2 diagonals. If the answer is not exact express it in DECIMAL
1. If QD = 16 then UA =
2. If DE = 5 then UD =
3. If QU = 7.5 then AD =
4. If the measure of angle UAD = 98 then the measure of angle ADQ is
5. If UA = 2AD and UA = 15 then AD =

Added by Jose Maria B.

Geometry A Common Core Curriculum

Ron Larson, Laurie Boswell 1st Edition

Instant Answer

Solved by Expert Gisselle Tosta

Step 1

Given: parallelogram QUAD with E as the point of intersection of the diagonals. If CD = 16, then UA = ID. - This statement is not necessarily true. The diagonals of a parallelogram bisect each other, so if CD = 16, then UA and ID would both be half of that, which Show more…

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Complete each statement: Given: parallelogram QUAD with E as the point of intersection of the diagonals. If CD = 16, then UA = ID. If QU = 5, then AD = 5. If the measure of angle UAD = 98, then the measure of angle ADO = 82. If UA = ZAD and UA = 15, then AD = 15. In short, not exact expression, but decimal.