vytv12344

2022-04-30

karton

Expert2022-07-07Added 613 answers

2. Given the following data:

Force = 25 Newton, mass = 65 Kg, time = 15 seconds.

To find the skier's change in velocity, we would use the following formula:

$F=\frac{m(v-u)}{t}$

Substituting the values into the formula, we have;

$25=\frac{65(v-u)}{15}$

Cross-multiplying, we have;

$25\times 15=v-u$

*Change in velocity (v - u) = 375 meter per seconds.*

Therefore, the skier's change in velocity is 375 meter per seconds.

If two angles of two triangles are congruent to each other, then the third angles will be congruent to each other. Using the above statement, choose which two congruency criteria eventually becomes same.

A)SAS and ASA;

B)AAS and SAS;

C)AAS and ASA;

D) No two congruency criteria are sameEvaluate $6{C}_{3}$

Solve the following differential equation dx/dy=-[(4y2+6xy)/(3y2+2x)]

The velocity distribution for laminar flow between parallel plates is given by:

$\frac{u}{{u}_{max}}=1-{\left(\frac{2y}{h}\right)}^{2}$

where h is the distance separating the plates and the origin is placed midway between the plates. Consider a flow of water at ${15}^{\circ}C$ , with ${u}_{max}=0.30\frac{m}{sec}$ and $h=0.50\text{}mm$ . Calculate the shear stress on the upper plate and give its direction.In August 2013, E*TRADE Financial was offering only 0.05% interest on its online checking accounts, with interest reinvested monthly. Find the associated exponential model for the value of a $5000 deposit after "t" years. Assuming that this rate of return continued for 7 years, how much would a deposit of $5000 in August 2013 be worth in August 2020? (Answer to the nearest $1. )

Write an equivalent first-order differential equation and initial condition for y

y=−1+∫x1(t−y(t))dt

Is {8} ∈ {{8}, {8}}?

$f\left(t\right)=t{e}^{-t}\mathrm{cos}h4t$