Need help with these 3 questions pls help me.
Answer:
First one is probably B
Second one is False
Third one is True
Explanation:
Every workplace or school is different so I'm not really sure.
Answer:
10.B 11.false and 12.true
Explanation:
So long ago they used a sundial to tell if. it starts with a "C" if you want me to spell it.
Answer:
what is it
Explanation:
Answer:
Clock
Explanation:
To tell clock, long ago people uses sundial.
I hit someone with my car because he tried to hijack it.
Will I be arrested?
100 points, and brainliest.
(hope he didnt fall off the bridge.)
Answer:
no you wont
Explanation:
People with artistic orientation at times resist rules and structure.
True
False
Beginning in the 1960s, various advocates of the design-build model began to agitate against the design-bid-build approach and for a change,
O False
O True
Which comment is someone who has a conventional personality type likely to make?
“Don’t tell me; show me.”
“Status is important to me.”
“How can I help?”
“Just do it.”
“I express myself, therefore I am.”
Answer:
“How can I help?”
Though a second could be “Don’t tell me; show me.”, but that is very authoritative , while conventional personalities types don't typically like to be in an authoritative position.
Explanation:
Answer:
just do it
Explanation:
I mean, its Nike's trademark.
What is the line called that has the red arrow pointing to it in the attached picture?
Answer:
csvadbvns egv,ekrhvybge e yrbge ngeeeeerhjyk4 r5y erhyniner mbrltjhnprihmb fghurijmb fm nbjrkfb
Explanation:
CAN SOMEONE PLEASE HELP ME-
Answer:I- I’m idiot now
Explanation:
Solve the Truss. Your end result should be
a diagram with all member and reaction
forces labeled with the amount of force and
either the direction indicated with an arrow
or whether it is under Tension(positive) or
compression(negative).
Answer:
Please find attached the diagram end result of the truss with the member reaction forces labelled with the amount of forces as required, created with Microsoft Visio
Explanation:
To answer the question, we note that the sum of the forces in the Truss is zero
Therefore, we have, ∑Fₓ = [tex]\Sigma F_y[/tex] = 0 N
The forces on the members CD and AD are therefore as follows;
Horizontal forces;
[tex]F_{CD}[/tex] × cos(45°) - [tex]F_{AD}[/tex] × cos(30.964°) = 100.0 N...(1)
[tex]F_{CD}[/tex] × sin(45°) + [tex]F_{AD}[/tex] × sin(30.964°) = 750.0 N...(2)
Solving the above system of equations using a graphing calculator gives;
[tex]F_{CD}[/tex] ≈ 715.94 N (Tension)
[tex]F_{AD}[/tex] ≈ 473.76 N (Compression)
[tex]F_{Cy}[/tex] + [tex]F_{Ay}[/tex] = 750.0 N
[tex]F_{Ax}[/tex] = 100.0 N
From ∑M[tex]_c[/tex] = 0, we have;
[tex]F_{Ay}[/tex] × 8 = 750 × 3 + 100 × 3
[tex]F_{Ay}[/tex] = 2550/8 = 318.75 N
∴ [tex]F_{Cy}[/tex] = 750.0 N - [tex]F_{Ay}[/tex] = 750.0 N - 318.75 N = 431.25 N